Vectors in a sentence

(1) The two vectors are equivalent.

(2) The product of two vectors is a scalar.

(3) Coprime vectors are linearly independent.

(4) The moduli of the two vectors are not equal.

(5) Some Diptera species are vectors of diseases.

(6) Linear independence is a property of vectors.

(7) Transduction can be mediated by viral vectors.

(8) The two vectors were orthogonal to each other.

(9) Pseudovectors are also known as axial vectors.

(10) The CDNAS were cloned into expression vectors.

Vectors sentence

(11) The absolute-values of vectors are magnitudes.

(12) The dot product of two vectors is commutative.

(13) Isogonal vectors can have different magnitudes.

(14) Isogonal vectors can have different directions.

(15) The two vectors are antiparallel to each other.

(16) The sum of two vectors is always another vector.

(17) A right angle is a point where two vectors meet.

(18) The intersection of two vectors creates a point.

(19) Isogonal vectors can have different orientations.

(20) The scalar product of two vectors is commutative.

Vectors make sentence

(21) The commutative property is a property of vectors.

(22) Isogonal vectors have the same angle between them.

(23) The orthonormal vectors were linearly independent.

(24) The codomain of a function can be a set of vectors.

(25) The unitarily equivalent vectors have the same norm.

(26) Retroviral vectors are commonly used in gene therapy.

(27) The dot product of two vectors is a binary operation.

(28) The virino can be transmitted through insect vectors.

(29) The dot product of two perpendicular vectors is zero.

(30) Phytoplasma can be transmitted through insect vectors.

Sentence of vectors

(31) The tensor product of two vectors yields a new tensor.

(32) The metric space of vectors is used in linear algebra.

(33) Phasors can be added and subtracted just like vectors.

(34) Episomes can be used as vectors in genetic engineering.

(35) Cosmid vectors are often used to study gene expression.

(36) The orthonormal vectors were orthogonal and normalized.

(37) Vector addition involves combining two or more vectors.

(38) The three vectors are coplanar and lie on the xy-plane.

(39) Retroviral vectors are commonly used in cancer research.

(40) The dot product of two vectors yields a scalar quantity.

Vectors meaningful sentence

(41) The scalar product of two perpendicular vectors is zero.

(42) Cosmid vectors are commonly used in genetic engineering.

(43) The filariid larvae can be detected in mosquito vectors.

(44) Polytopes can be represented using matrices and vectors.

(45) The orthonormal vectors formed a basis for the subspace.

(46) The orthonormal vectors spanned the entire vector space.

(47) Episomes can be used as vectors for genetic engineering.

(48) A matrix can also be represented as a series of vectors.

(49) Unimodular transformations can be used to rotate vectors.

(50) Cosmid vectors are designed to carry large DNA fragments.

Vectors sentence examples

(51) APL allows for easy manipulation of matrices and vectors.

(52) Arccosines are used to find the angle between two vectors.

(53) The distributivity of vectors is a key concept in physics.

(54) The tensor product of two vectors is a second-order tensor.

(55) The cross product of two vectors results in a pseudovector.

(56) The included angle between the two vectors was 120 degrees.

(57) The corresponding vectors in these two planes are parallel.

(58) Geometers use vectors to represent direction and magnitude.

(59) Spinors can be represented as column vectors or row vectors.

(60) Hemipterous insects are important vectors of plant diseases.

Sentence with vectors

(61) Endemic diseases can be transmitted through various vectors.

(62) Mosquitoes are common vectors for many vector-borne diseases.

(63) The unitarily equivalent vectors have the same inner product.

(64) The hyperparasite can be transmitted through various vectors.

(65) Retroviruses can be used as vectors in gene delivery systems.

(66) The cross product operation is a binary operation on vectors.

(67) The use of vectors is an important tool in analytic geometry.

(68) The corresponding vectors in these two planes are orthogonal.

(69) Quaternions are often represented as four-dimensional vectors.

(70) The student's project involved diagonalizing a set of vectors.

Use vectors in a sentence

(71) Cosmid vectors are often used in the study of gene regulation.

(72) A linear system can be represented using matrices and vectors.

(73) The transmission of virusoids can occur through plant vectors.

(74) Pollinations can occur through wind, water, or animal vectors.

(75) The product of two vectors can be found using the dot product.

(76) The quadrant notation is used in physics to represent vectors.

(77) Helminthic parasites can be transmitted through insect vectors.

(78) Ligations are a key step in the creation of expression vectors.

(79) When working with vectors, exponentiate inside the dot product.

(80) Non-pathogenic viruses can be used as vectors for gene therapy.

Sentence using vectors

(81) Dradis helps in the identification of potential attack vectors.

(82) Qubits can be represented as vectors in a complex vector space.

(83) ACOS is used to find the angle between two vectors in 3D space.

(84) A vector space is a set of vectors that satisfy certain axioms.

(85) The inner product of two vectors in a vector space is a scalar.

(86) The orthonormal vectors were eigenvectors of a symmetric matrix.

(87) Retroviral vectors can be modified to target specific cell types.

(88) The viroid can spread from plant to plant through insect vectors.

(89) The geometer used vectors to represent geometric transformations.

(90) Bugology is an important field for understanding disease vectors.

Vectors example sentence

(91) The study of vectors is an important aspect of analytic geometry.

(92) The coplanarity of the vectors allowed for accurate calculations.

(93) The embeddings are stored as vectors in a high-dimensional space.

(94) The orthonormality condition was satisfied by the set of vectors.

(95) The angle between two vectors can be found using the dot product.

(96) Protozoan can be transferred from one host to another by vectors.

(97) Capsids can be modified to create viral vectors for gene therapy.

(98) Adding vectors involves combining their magnitudes and directions.

(99) The orthonormal vectors formed a complete set in the vector space.

(100) In physics, translational motion is often described using vectors.

Sentence with word vectors

(101) Vector analysis is a branch of mathematics that deals with vectors.

(102) Episomes can be used as vectors in genetic engineering experiments.

(103) Parasitization can occur through direct contact or through vectors.

(104) Epizoic organisms can be vectors for the transmission of pathogens.

(105) Ligations are commonly used in the construction of plasmid vectors.

(106) Right triangles are used in physics to calculate forces and vectors.

(107) Vector addition can be visualized as placing the vectors end to end.

(108) Cosmid vectors are commonly used in the production of viral vectors.

(109) The orthonormal transformation preserved the dot product of vectors.

(110) Episomes can be used as vectors for genetic engineering in bacteria.

Sentence of vectors

(111) The dimension of a vector space is the number of vectors in a basis.

(112) He can multiply vectors in his head, but he struggles with calculus.

(113) Vectors can be decomposed into their components along different axes.

(114) The unitarily equivalent vectors have the same angle with the origin.

(115) Nonpathogenic viruses can be used as viral vectors for gene delivery.

(116) The concept of exponentiation can be applied to matrices and vectors.

(117) The X-coordinate is crucial for understanding the concept of vectors.

(118) Hematophagous insects are known vectors for diseases such as malaria.

(119) Retroviral vectors can be engineered to express therapeutic proteins.

(120) Translational motion can be described using vectors and displacement.

Vectors used in a sentence

(121) The cosine of an angle is used to find the angle between two vectors.

(122) Vectors can be subtracted by adding the negative of the second vector.

(123) Vectors can be represented algebraically using column or row matrices.

(124) The direction of a force can be specified by using vectors in physics.

(125) The orthonormality of a set of vectors guarantees linear independence.

(126) Researchers are studying different methods to monitor malaria vectors.

(127) The cartesian coordinate system is essential in understanding vectors.

(128) Superscripts are commonly used in physics equations to denote vectors.

(129) The acute triangle is used in physics to calculate forces and vectors.

(130) Spacelike vectors point in a direction perpendicular to the time axis.

Vectors sentence in English

(131) The machine learning model required us to encode into one-hot vectors.

(132) The professor explained the angle amongst the vectors in great detail.

(133) The corresponding vectors in these two spaces have the same magnitude.

(134) The corresponding vectors in these two planes have the same direction.

(135) The cosine function can be used to find the angle between two vectors.

(136) The cosine of an angle is used to find the dot product of two vectors.

(137) The coefficient matrix is used to calculate the dot product of vectors.

(138) The cross product of two vectors yields a vector perpendicular to both.

(139) The two vectors intersect with each other at a specific point in space.

(140) The use of insecticides is an effective way to control malaria vectors.

(141) Scientists use plasmids as vectors to introduce foreign DNA into cells.

(142) The orthonormality condition was a fundamental property of the vectors.

(143) Implementing SVR requires understanding the concept of support vectors.

(144) The scalar product of two vectors is distributive over vector addition.

(145) The corresponding vectors in these two spaces have opposite directions.

(146) The affine combination of the vectors resulted in a linear combination.

(147) The anopheline species is one of the most important vectors of malaria.

(148) The vectors were colinear, indicating they were parallel to each other.

(149) The direction of a vector can be specified using angles or unit vectors.

(150) The unitarily equivalent transformations preserve the length of vectors.

(151) The orthogonality of two vectors can be determined by their dot product.

(152) Allogenically engineered viruses can be used as vectors in gene therapy.

(153) Eigenvectors are often represented as column vectors in matrix notation.

(154) The scalene triangle is used in physics to calculate forces and vectors.

(155) The determinant of a 2x2 matrix is the cross-product of its row vectors.

(156) The nonassociative property can be seen in the cross product of vectors.

(157) The cartesian coordinate system is used to define vectors in mathematics.

(158) Vectors can be projected onto different axes to analyze their components.

(159) The professor demonstrated how to exponentiate vectors in linear algebra.

(160) Orthogonal transformations preserve the length and angle between vectors.

(161) The conidia were transferred from one plant to another by insect vectors.

(162) Allogenically engineered viruses can be used as vectors for gene therapy.

(163) Adenoviral vectors have shown promise in the development of HIV vaccines.

(164) Complementary angles are used in physics to calculate forces and vectors.

(165) The boundness of a set of vectors can be analyzed using linear dependence.

(166) The orthonormal vectors formed a basis for the column space of the matrix.

(167) The reciprocants of the given vectors were used to find their dot product.

(168) The two vectors are orthogonal to each other, demonstrating orthogonality.

(169) The dot product of two vectors can be used to find the angle between them.

(170) The vectorial product of two vectors can yield a scalar or another vector.

(171) The algebraic sum of two vectors can be found using the parallelogram law.

(172) The intersection point of the two vectors indicated their shared direction.

(173) Sporozoa are often transmitted through vectors such as mosquitoes or ticks.

(174) The included angle between the two vectors was calculated to be 90 degrees.

(175) The sewages are a breeding ground for mosquitoes and other disease vectors.

(176) Cosmid vectors are commonly used in the production of recombinant proteins.

(177) The orthonormal transformation preserved the lengths and angles of vectors.

(178) Pollen is carried by various vectors to ensure cross-pollination in plants.

(179) The ACOS value can be used to determine the similarity between two vectors.

(180) The transfection of viral vectors can be used for gene therapy applications.

(181) Retroviral vectors can be used to deliver therapeutic genes to target cells.

(182) Aedes mosquitoes are the primary vectors for the transmission of Zika virus.

(183) The eigenvectors of a diagonal matrix are simply the standard basis vectors.

(184) The boundness of a set of vectors can be analyzed using linear independence.

(185) The research team is using innovative techniques to monitor malaria vectors.

(186) Adenoviruses can be used as vectors to deliver therapeutic genes into cells.

(187) Retroviral vectors have been used to study gene function in model organisms.

(188) Vector addition can be visualized as placing the initial vectors end to end.

(189) Scalars are different from vectors, which have both magnitude and direction.

(190) The kernel of an endomorphism is the set of vectors that are mapped to zero.

(191) The intersection point of the two vectors represented their shared direction.

(192) Right-angled triangles are used in the calculation of vectors in mathematics.

(193) The concept of vectors is essential in understanding motion and displacement.

(194) An invertible linear transformation preserves linear independence of vectors.

(195) The unitarily equivalent transformations preserve the angles between vectors.

(196) Orthonormality is a property that describes the relationship between vectors.

(197) The orthonormality of a set of vectors can be verified using the dot product.

(198) The orthonormality condition ensured the vectors were mutually perpendicular.

(199) Retroviral vectors have been used in clinical trials for cancer gene therapy.

(200) Unlike true vectors, pseudovectors change sign under a parity transformation.

(201) Adenoviral vectors can efficiently deliver genes to target cells in the body.

(202) The pathogenicity of the virus was linked to its transmission through vectors.

(203) Animal disease can be transmitted through vectors such as ticks or mosquitoes.

(204) The technique of orthogonalizing the vectors is widely used in linear algebra.

(205) The commutativity of vector addition allows us to switch the order of vectors.

(206) Adenoviral vectors have been used in clinical trials for cancer immunotherapy.

(207) Zoonosis can be transmitted through insect vectors such as mosquitoes or ticks.

(208) The coefficient matrix is used to study the properties of vectors and matrices.

(209) The dot product of two vectors is zero if they are perpendicular to each other.

(210) The unitarily equivalent transformations preserve the orthogonality of vectors.

(211) The unitarily equivalent transformations preserve the distance between vectors.

(212) The diskless configuration improves system security by reducing attack vectors.

(213) The coplanarity of the vectors in the motion diagram indicated a planar motion.

(214) The undefined subspace can be spanned by a set of linearly independent vectors.

(215) The concept of covariant vectors is essential in understanding tensor calculus.

(216) Zoonosis can be transmitted through insect vectors such as mosquitoes or fleas.

(217) Animal diseases can be transmitted through vectors such as ticks or mosquitoes.

(218) Retroviral vectors have been used to deliver therapeutic genes to target cells.

(219) Non-pathogenic viruses can be used as vectors for delivering therapeutic genes.

(220) The null space of a matrix is the set of vectors that are mapped to zero by it.

(221) The scalar product of two vectors can be used to calculate the power of a force.

(222) Pseudovectors have different transformation properties compared to true vectors.

(223) The enumerable module in R provides a set of functions for working with vectors.

(224) The angle amid the two vectors determined the direction of the resultant vector.

(225) The mathematician proved that orthogonal matrices preserve the length of vectors.

(226) The scalar product of two vectors can be used to determine if they are collinear.

(227) The orthogonality of a set of vectors is crucial in solving systems of equations.

(228) Security intelligence provides insights into emerging threats and attack vectors.

(229) The unitary operator in quantum mechanics preserves the inner product of vectors.

(230) The coplanarity of the vectors allowed for easy calculation of their dot product.

(231) Scientists are investigating the use of lentiviruses as vectors for gene therapy.

(232) To subtract vectors, you need to use vector addition with the opposite direction.

(233) If the algebraic sum of the vectors is zero, then they are said to be orthogonal.

(234) Antiparallel vectors can cancel each other out, resulting in a net force of zero.

(235) The knownplaintext attack can be prevented by using random initialization vectors.

(236) The scalar product of two vectors can be calculated using the dot product formula.

(237) The affine combination of the two vectors produced a new vector in the same plane.

(238) The scalar product of two vectors can be used to determine the angle between them.

(239) The scalar product of two vectors can be used to determine if they are orthogonal.

(240) The scalar product of two vectors can be used to calculate the angle between them.

(241) The coplanarity of the vectors in the physics problem simplified the calculations.

(242) The coplanarity of the vectors in the velocity diagram helped in analyzing motion.

(243) The orthogonal basis of a vector space consists of mutually perpendicular vectors.

(244) The commutative law is a property that is applicable to both vectors and matrices.

(245) Euclidean vectors are mathematical objects that have both magnitude and direction.

(246) Vectors can be multiplied by matrices to perform transformations in linear algebra.

(247) The mathematical theorem states that orthogonal vectors have a dot product of zero.

(248) The orthogonality of a set of basis vectors is important in linear transformations.

(249) The coplanarity of the vectors in the force diagram helped in analyzing the system.

(250) Nonpathogenic viruses can be used as vaccine vectors to stimulate immune responses.

(251) A vector space is a mathematical structure that consists of vectors and operations.

(252) The orthonormality of a set of vectors is a desirable property in image processing.

(253) The cartesian product of two sets can be used to find the cross product of vectors.

(254) The right hand rule is based on the principle of the cross product between vectors.

(255) Cloning through the use of viral vectors is a common method in genetic engineering.

(256) The articulata phylum includes some of the most important vectors of human disease.

(257) The team of scientists will investigate malaria vectors and their breeding habitats.

(258) Vectors can be normalized to have a magnitude of 1 without changing their direction.

(259) Vectors can be used to solve problems involving forces and equilibrium in mechanics.

(260) Transfection efficiency can be enhanced by using viral vectors as delivery vehicles.

(261) Stereotaxic injections of viral vectors can deliver genes to specific brain regions.

(262) The spread of certain diseases through vectors like mosquitoes can be unpreventable.

(263) The scalar product of two vectors can be used to calculate the work done by a force.

(264) The scalar product of two vectors is zero if and only if the vectors are orthogonal.

(265) Hilbert's inequality is a mathematical inequality that relates the norms of vectors.

(266) Ligase is commonly used in cloning experiments to insert DNA fragments into vectors.

(267) The concept of triangularity is often used in physics to analyze forces and vectors.

(268) The orthonormality of a set of vectors is a crucial aspect in signal reconstruction.

(269) Spacelike vectors represent directions that are perpendicular to the time dimension.

(270) The solution to a linear system can be expressed as a linear combination of vectors.

(271) The geneticist will inject mice with viral vectors to study gene expression in vivo.

(272) Viroids can be transmitted through contaminated plant material or by insect vectors.

(273) Pseudovectors are mathematical constructs that behave differently from true vectors.

(274) The dot product of two parallel vectors is equal to the product of their magnitudes.

(275) The equivalence of two vectors can be determined by their magnitudes and directions.

(276) Vectors are widely used in computer graphics to represent positions and orientations.

(277) The hyperparasite's transmission can occur through direct contact or through vectors.

(278) Kakeru is an operation that can be applied to matrices and vectors in linear algebra.

(279) Dipterists study the role of flies as vectors of diseases in both humans and animals.

(280) Retroviruses have been used as vectors for gene delivery in gene therapy experiments.

(281) The team's project required them to diagonalize a set of vectors in three dimensions.

(282) The orthonormality of a set of vectors simplifies calculations involving projections.

(283) The orthonormality of a set of vectors is a key property in least squares regression.

(284) The orthonormality of a set of vectors is a fundamental concept in quantum computing.

(285) The orthonormality of a set of vectors is a fundamental concept in geometric algebra.

(286) Cloning through the use of viral vectors has shown promising results in gene therapy.

(287) The dot product of two vectors can be seen as a special case of matrix multiplication.

(288) Vectors can be represented graphically as arrows with a specific length and direction.

(289) The epidemicity of a disease can be affected by the presence of vectors or reservoirs.

(290) The orthogonal complement of a subspace is the set of all vectors perpendicular to it.

(291) Luciferase expression can be controlled by viral vectors in gene therapy applications.

(292) Vector analysis is a mathematical tool used to study the behavior of vectors in space.

(293) Vector-algebra is a branch of mathematics that deals with the manipulation of vectors.

(294) The scalar product of two parallel vectors is equal to the product of their magnitudes.

(295) Arthropods are important vectors for transmitting diseases to humans and other animals.

(296) Beneficials can help reduce the spread of plant diseases by controlling insect vectors.

(297) The orthonormality of a set of vectors is a fundamental concept in functional analysis.

(298) The orthonormality condition ensured the vectors were perpendicular and of unit length.

(299) The sum of two vectors obtained through vector addition is called the resultant vector.

(300) The process of orthogonalizing the vectors can simplify calculations in linear algebra.

(301) An endomorphism is said to be injective if it maps distinct vectors to distinct images.

(302) Ligation is often used in the construction of expression vectors for protein production.

(303) The scalar product of two unit vectors is equal to the cosine of the angle between them.

(304) The orthonormality of a set of vectors simplifies calculations involving inner products.

(305) The vertexes array can be used to calculate the normal vectors of a 3D shape's surfaces.

(306) The orthonormal vectors were used to construct a Gram-Schmidt orthogonalization process.

(307) The eigenvalues of the linear transformation were used to analyze its effects on vectors.

(308) Retroviral vectors can be engineered to express fluorescent proteins for imaging studies.

(309) The Hamming distance between two vectors is the number of positions at which they differ.

(310) The angular distance between two vectors can be calculated using the dot product formula.

(311) The scalar product of two vectors can be used to calculate the torque exerted by a force.

(312) The nondegenerate solution space of the linear system was spanned by independent vectors.

(313) Kinematical studies have shown that the motion of objects can be described using vectors.

(314) Orthogonalizing the basis vectors is essential for solving certain mathematical problems.

(315) The orthonormality of a set of vectors is a desirable property in error correction codes.

(316) Mathematical analysis is used to study the behavior of mathematical vectors and matrices.

(317) Insecta can transmit diseases to humans and other animals, making them important vectors.

(318) Zoonotic diseases can be transmitted through insect vectors, such as mosquitoes or ticks.

(319) The mathematician explained the concept of orthogonally independent vectors to the class.

(320) The diametral angle between the two vectors was crucial in determining their relationship.

(321) The dimension of a vector space is the number of linearly independent vectors it contains.

(322) Orthogonalizing the vectors can simplify calculations and reduce computational complexity.

(323) The orthonormality of a set of vectors is a key property in solving optimization problems.

(324) The orthonormality of a set of vectors is a crucial aspect in solving eigenvalue problems.

(325) The octants are essential in analyzing the behavior of vectors in three-dimensional space.

(326) The comparison operation between the two vectors revealed differences in their magnitudes.

(327) By comparing feature vectors, we can measure the similarity between different data points.

(328) The scalar product of two non-zero vectors is positive if the angle between them is acute.

(329) The orthonormality of the basis vectors ensures that they are perpendicular to each other.

(330) Mechanics involves the use of tools such as vectors, calculus, and differential equations.

(331) Vectors can be multiplied by complex numbers to perform rotations in two-dimensional space.

(332) The covariant basis vectors are used to express vectors in a coordinate-independent manner.

(333) Orthogonalizing the vectors can help simplify calculations and improve numerical stability.

(334) The orthonormality of a set of vectors is a useful property in data compression techniques.

(335) The orthonormality of a set of vectors is a key property in solving differential equations.

(336) The scalar product of two non-zero vectors is negative if the angle between them is obtuse.

(337) The vector representation of a sentence can be obtained by averaging the word vectors in it.

(338) The germ theory led to the understanding of how diseases can be transmitted through vectors.

(339) Muroids are also important vectors for many diseases, including hantavirus and Lyme disease.

(340) The image of an endomorphism is the set of vectors that are mapped to by the transformation.

(341) When working with vectors, you may need to exponent out the magnitude to find the direction.

(342) Retroviral vectors are commonly used in gene therapy to deliver therapeutic genes into cells.

(343) The orthogonal complement of a vector is the set of all vectors that are perpendicular to it.

(344) The covariant metric tensor is used to define the inner product of vectors in a curved space.

(345) Adenoviruses are being studied as potential vectors for gene therapy and vaccine development.

(346) Cosmid vectors are often used in genetic engineering to study gene expression and regulation.

(347) The ACOS operation in a database query can be used to calculate the angle between two vectors.

(348) The use of viral vectors in transfection requires careful consideration of safety precautions.

(349) The epizootiology of West Nile virus is closely linked to the ecology of its mosquito vectors.

(350) The equivalence of two vectors can be determined by comparing their magnitudes and directions.

(351) The restriction site can be used to generate DNA fragments for cloning into expression vectors.

(352) The scalar product of two vectors can be used to calculate the moment of a force about a point.

(353) The orthonormality of a set of vectors is a desirable property in image recognition algorithms.

(354) Transfecting cells with viral vectors requires careful handling to prevent viral contamination.

(355) Spacelike vectors can be used to represent the velocity of an object in a particular direction.

(356) Spacelike vectors can be used to represent the momentum of an object in a particular direction.

(357) The solution to a linear system can be expressed as a linear combination of the column vectors.

(358) The orthogonality of the basis vectors is necessary for constructing a valid coordinate system.

(359) The ACOS operation in a computer program can be used to determine the angle between two vectors.

(360) The transmission of spirochaetes can occur through direct contact or through vectors like ticks.

(361) The orthonormality of a set of vectors is a key property in solving systems of linear equations.

(362) The orthonormality of a set of vectors simplifies calculations involving matrix transformations.

(363) The heteroecious plant virus can be transmitted between different host plants by insect vectors.

(364) The determinant of a matrix can be used to determine if a set of vectors is linearly independent.

(365) Vectors are mathematical entities used to represent quantities with both magnitude and direction.

(366) Vectors can be multiplied by scalars to change their magnitude without affecting their direction.

(367) The xenotropic properties of this array have been harnessed for the development of viral vectors.

(368) Cosmid vectors are widely used in biotechnology research to develop new therapies and treatments.

(369) Designers can experiment with different wireframe vectors to explore various design possibilities.

(370) Poxviruses have been used as vectors for the development of recombinant vaccines and gene therapy.

(371) The orthotopic injection of gene therapy vectors targeted specific cells for genetic modification.

(372) By orthogonalizing the basis vectors, we can ensure that they are all perpendicular to each other.

(373) The ACOS operation in a spreadsheet program can be used to calculate the angle between two vectors.

(374) The concept of vectorization is based on performing operations on entire arrays or vectors at once.

(375) Transfecting cells with viral vectors is a common method for gene delivery in gene therapy studies.

(376) Poxviruses have been used as vectors for gene therapy and as oncolytic agents for cancer treatment.

(377) The associativity of a cross product operation determines the order in which vectors are multiplied.

(378) Spermatia can be transferred between individuals through direct contact or via intermediary vectors.

(379) The intratracheal delivery of gene therapy vectors holds promise for treating genetic lung diseases.

(380) The phasor addition of two vectors results in a new vector with a different magnitude and direction.

(381) The symplectic product of two vectors was a key ingredient in the definition of the symplectic form.

(382) The prevention of sporozoa infections involves avoiding contact with infected individuals or vectors.

(383) The scalar product of two vectors can be used to calculate the projection of one vector onto another.

(384) The orthonormality of a set of vectors is a crucial aspect in solving partial differential equations.

(385) The mathematician used a parallelepiped to explain the concept of vectors in three-dimensional space.

(386) The cosine function is used in machine learning to calculate the cosine distance between two vectors.

(387) Complex numbers can be added geometrically by adding their corresponding vectors on the complex plane.

(388) Researchers are exploring the use of viral vectors to enhance glycoprotein expression in gene therapy.

(389) The principles of biosystematics are used in medical research to study disease vectors and their hosts.

(390) The magnitude of the resulting vector after addition depends on the magnitudes of the original vectors.

(391) The use of polycistronic vectors can improve the efficiency of gene expression in certain applications.

(392) Triality is a concept in mathematics that refers to the existence of three mutually orthogonal vectors.

(393) The scalar product of two non-zero vectors is zero if and only if the angle between them is 90 degrees.

(394) The endemicity of a disease can be influenced by the presence of suitable vectors or intermediate hosts.

(395) The scalar product of two vectors can be used to calculate the angle between a force and a displacement.

(396) The orthonormality of a set of vectors allows for efficient computations in machine learning algorithms.

(397) The hyperparasite's transmission can occur through various routes, including direct contact and vectors.

(398) The orthonormality of a set of vectors ensures that they are mutually perpendicular and have unit length.

(399) The use of acephate has been successful in reducing the transmission of plant diseases by insect vectors.

(400) The scalar product of two vectors can be used to calculate the angle between a force and a velocity vector.

(401) The scalar product of two vectors can be used to calculate the angle between a force and a momentum vector.

(402) Pseudovectors have properties that are distinct from true vectors, such as their behavior under reflection.

(403) He used a dot product to calculate the angle between the two vectors, which was essential for his research.

(404) The associativity of a dot product operation determines the order in which vectors are multiplied and added.

(405) The scalar product of two vectors can be used to calculate the magnitude of the cross product of the vectors.

(406) The scalar product of two vectors can be used to calculate the area of a parallelogram formed by the vectors.

(407) The product of two vectors is found by multiplying the corresponding components and then adding the products.

(408) The minkowski inequality is a fundamental result in functional analysis that relates the norms of two vectors.

(409) The distinction between true vectors and pseudovectors is crucial for accurate modeling of physical phenomena.

(410) The magnitude of the resultant vector after vector addition depends on the magnitudes of the individual vectors.

(411) Pseudovectors are mathematical constructs that behave like vectors but have different transformation properties.

(412) Cosmids are particularly useful for cloning large DNA fragments that cannot be easily inserted into other vectors.

(413) Vector addition is associative, meaning that the grouping of vectors being added does not affect the final result.

(414) The dot product of two vectors is equal to the product of their magnitudes and the cosine of the angle between them.

(415) The scalar product of two vectors can be used to calculate the angle between a velocity vector and a momentum vector.

(416) The scalar product of two vectors is equal to the product of their magnitudes and the cosine of the angle between them.

(417) Transfecting cells with viral vectors requires proper biosafety precautions to prevent accidental release of the virus.

(418) Suprachoroidal injection of gene therapy vectors is being investigated for the treatment of inherited retinal diseases.

(419) Acarology studies have revealed the role of mites and ticks as vectors for transmitting pathogens to humans and animals.

(420) Rickettsial diseases are more common in warm, humid climates where the vectors that transmit the bacteria are prevalent.

(421) The scalar product of two vectors can be used to calculate the angle between a velocity vector and a displacement vector.

(422) The scalar product of two vectors can be used to calculate the angle between a displacement vector and a momentum vector.

(423) The scalar product of two vectors can be used to calculate the angle between a displacement vector and a velocity vector.

(424) The global distribution of bluetongue is expanding, partly due to climate change and the movement of animals and vectors.

(425) Although the algebraic sum of the vectors was zero, their magnitudes were not equal, which made the resultant vector non-zero.

(426) The product of two vectors is the magnitude of one vector times the magnitude of the other vector times the cosine of the angle between them.

(427) The mathematics course introduced the concept of vectors and how they can be used to represent the direction of objects passing through a point.

(428) Vectors can be added geometrically by placing their tails together and drawing the resultant vector from the tail of the first to the head of the second.

(429) Bluetongue is one of the most complex and dynamic viral diseases, with multiple serotypes, genotypes, and vectors involved in its transmission and evolution.

(430) The multiplicative property of vectors states that the dot product of two vectors is equal to the product of their magnitudes and the cosine of the angle between them.

The word usage examples above have been gathered from various sources to reflect current and historical usage of the word Vectors. They do not represent the opinions of TranslateEN.com.