Quadric in a sentence
Synonym: quadratic, polynomial.
Meaning: A polynomial equation of degree two in multiple variables.
(1) The undefined quadric equation had a linear term.
(2) The undefined quadric surface had a conical shape.
(3) The undefined quadric equation had a constant term.
(4) The undefined quadric surface had a parabolic shape.
(5) The undefined quadric shape resembled a hyperboloid.
(6) The undefined quadric equation had a quadratic term.
(7) The undefined quadric equation represented a circle.
(8) The undefined quadric surface had a unique curvature.
(9) The quadric equation was too complex for me to solve.
(10) The undefined quadric equation had multiple solutions.
Quadric sentence
(11) The undefined quadric equation represented an ellipse.
(12) The undefined quadric equation represented a parabola.
(13) The undefined quadric surface had a cylindrical shape.
(14) The quadric curve was a fascinating study in geometry.
(15) The undefined quadric shape had a hyperbolic structure.
(16) The undefined quadric equation represented a hyperbola.
(17) The undefined quadric shape had an elliptical structure.
(18) The undefined quadric equation puzzled the mathematicians.
(19) The undefined quadric surface had a symmetrical structure.
(20) The quadric surface was a beautiful mathematical creation.
Quadric make sentence
(21) The quadric surface had a unique shape that fascinated me.
(22) The undefined quadric equation represented a conic section.
(23) The quadric function was used to analyze data in statistics.
(24) The undefined quadric shape appeared distorted and irregular.
(25) The quadric formula helped me find the roots of the equation.
(26) The quadric surface had a unique pattern of lines and curves.
(27) The student struggled to solve the undefined quadric equation.
(28) The undefined quadric shape had a unique and intricate pattern.
(29) The quadric function had multiple solutions for the same input.
(30) The quadric formula was derived by mathematicians centuries ago.
Sentence of quadric
(31) The artist used undefined quadric forms in their abstract painting.
(32) The quadric curve was plotted on a graph to visualize its behavior.
(33) The quadric polynomial had multiple roots that needed to be solved.
(34) The undefined quadric surface had a smooth and continuous curvature.
(35) The quadric function was used to analyze data in a scientific study.
(36) The undefined quadric equation had both real and imaginary solutions.
(37) The mathematician studied the behavior of undefined quadric functions.
(38) The quadric surface was used in computer graphics to create 3D models.
(39) The quadric shape of the object made it difficult to measure accurately.
(40) The quadric shape of the building gave it a modern and sleek appearance.
Quadric meaningful sentence
(41) The quadric function was used to model the behavior of a certain system.
(42) The surface of a quadric can be parameterized using parametric equations.
(43) The quadric equation was used to model the behavior of a physical system.
(44) The quadric curve was used to model the behavior of a certain population.
(45) The artist used undefined quadric forms to explore the concept of infinity.
(46) The quadric equation was used to solve problems in physics and engineering.
(47) The professor explained the concept of a quadric function using undefined variables.
(48) The mathematician derived a general formula for solving undefined quadric equations.
(49) The shape of a quadric can be used to determine the stability of a mechanical system.
(50) The artist used undefined quadric forms to create a sense of movement in their sculpture.
Quadric sentence examples
(51) The equation of a quadric can be transformed into canonical form by completing the square.
(52) The equation of a quadric can be graphed in three-dimensional space to visualize its shape.
(53) The scientist studied the properties of undefined quadric shapes in three-dimensional space.
(54) Hyperboloids are a type of quadric surface that can be described by a mathematical equation.
(55) The equation of a quadric in three-dimensional space can be written as Ax^2 + By^2 + Cz^2 + D = 0.
(56) A quadric surface is a type of algebraic surface that can be described by a second-degree equation.
(57) The equation of a quadric can be solved using techniques such as completing the square or factoring.
(58) The shape of a quadric can be determined by analyzing the eigenvalues and eigenvectors of its associated matrix.
(59) The equation of a quadric can be written in general form as Ax^2 + By^2 + Cz^2 + Dxy + Exz + Fyz + Gx + Hy + Iz + J = 0.
Quadric meaning
Quadric is a mathematical term that refers to a type of equation involving variables raised to the power of two. It is derived from the Latin word "quadrus," meaning square. In this article, we will explore various tips on how to use the word "quadric" or the phrase "quadric equation" in a sentence effectively.
1. Definition and Context: Before using the word "quadric" or "quadric equation" in a sentence, it is essential to understand its meaning and context. A quadric equation is a polynomial equation of degree two, typically represented as ax^2 + bx + c = 0, where a, b, and c are constants. It is often used in algebra and geometry to describe conic sections such as circles, ellipses, parabolas, and hyperbolas.
2. Technical Usage: When using the word "quadric" in a technical or mathematical context, it is crucial to ensure accuracy and precision.
For example, you can say, "The quadric equation represents the shape of a parabola." This sentence clearly conveys the mathematical meaning of the term and its relationship to a specific geometric shape.
3. Everyday Language: To make the word "quadric" more accessible to a general audience, it is essential to provide context and simplify the language. For instance, you can say, "A quadric equation is a mathematical formula that helps us understand the shape of curves like circles or parabolas." This sentence explains the concept in simpler terms without sacrificing accuracy.
4. Examples and Illustrations: Using examples and illustrations can enhance the understanding of the word "quadric" or "quadric equation." For instance, you can say, "To find the vertex of a parabola, we need to solve the quadric equation by substituting the given values." This sentence provides a practical application of the term and helps the reader visualize its usage.
5. Historical Significance: When appropriate, you can mention the historical significance of the word "quadric" or "quadric equation." For example, you can say, "The study of quadric equations dates back to ancient Greece, where mathematicians like Euclid and Apollonius explored their properties." This sentence adds depth and context to the term, highlighting its importance in the development of mathematics.
6. Related Terminology: To further expand on the usage of the word "quadric," you can mention related terms or concepts. For instance, you can say, "In computer graphics, quadric surfaces are often used to model three-dimensional objects like spheres or ellipsoids." This sentence demonstrates how the term is applied in a specific field and provides additional information for the reader.
7. Analogies and Comparisons: Using analogies or comparisons can help readers relate to the word "quadric" or "quadric equation." For example, you can say, "Solving a quadric equation is like finding the missing piece of a puzzle that completes the picture." This sentence creates a relatable image and simplifies the concept for better understanding.
In conclusion, the word "quadric" and the phrase "quadric equation" can be effectively used in sentences by understanding their meaning, providing context, using appropriate language, giving examples, mentioning historical significance, discussing related terminology, and using analogies or comparisons. By following these tips, you can communicate the concept of quadric equations accurately and clearly in various contexts.
The word usage examples above have been gathered from various sources to reflect current and historical usage of the word Quadric. They do not represent the opinions of TranslateEN.com.