Base Number in a sentence
Synonym: radix.
Meaning: The number used as the base in a numeral system; for example, 10 in decimal.
(1) The base number in binary code is 2.
(2) The base number of the DNA code is 4.
(3) The base number of the pH scale is 10.
(4) The base number of this equation is 10.
(5) The base number for this logarithm is 2.
(6) The base number of this octal code is 8.
(7) The base number of the octal system is 8.
(8) The base number of the time system is 60.
(9) The base number of this binary code is 2.
(10) The base number of this cone is a circle.
Base Number sentence
(11) The base number for this set of data is 4.
(12) The base number of the binary system is 2.
(13) The base number of this percentage is 100.
(14) The base number for this octal system is 8.
(15) The base number of the musical scale is 12.
(16) The base number of the metric system is 10.
(17) The base number of the Richter scale is 10.
(18) The base number of the Celsius scale is 100.
(19) In the decimal system, the base number is 10.
(20) The base number of this prism is a rectangle.
Base Number make sentence
(21) The base number of this cylinder is a circle.
(22) The base number of the Kelvin scale is 273.15.
(23) The base number of the calendar system is 365.
(24) The base number of this pyramid is a triangle.
(25) The base number for this matrix operation is 9.
(26) The base number of the logarithmic scale is 10.
(27) The base number of this hexadecimal code is 16.
(28) The base number for this hexadecimal code is 16.
(29) The base number of the hexadecimal system is 16.
(30) The base number for this mathematical model is 6.
Sentence of base number
(31) The base number for this numerical method is 2.5.
(32) The base number of this number system is decimal.
(33) The base number of this ratio is the denominator.
(34) The base number for this number system is unknown.
(35) The base number for this numerical analysis is 12.
(36) The base number of this exponential function is e.
(37) The base number of this scientific notation is 10.
(38) The base number for this exponential function is 3.
(39) The base number for this statistical analysis is 5.
(40) The base number of this counting system is base 10.
Base Number meaningful sentence
(41) The base number of this sequence is the first term.
(42) The base number for this matrix multiplication is 3.
(43) The base number of this geometric shape is a square.
(44) The base number of this fraction is the denominator.
(45) The base number for this arithmetic progression is 7.
(46) The base number of the Fahrenheit scale is not fixed.
(47) The base number of this series is the starting value.
(48) The base number for this statistical distribution is 20.
(49) The base number of the Roman numeral system is not fixed.
(50) The base number of the imperial system is not consistent.
Base Number sentence examples
(51) The base number for this algebraic expression is variable.
(52) The base number for this algebraic equation is irrational.
(53) The base number of this trigonometric function is radians.
(54) The base number for this mathematical operation is crucial.
(55) The base number of the periodic table is the atomic number.
(56) We need to find the base number for this logarithmic function.
(57) We need to determine the base number for this calculus problem.
(58) We need to determine the base number for this calculus theorem.
(59) We need to identify the base number for this geometric sequence.
(60) The formula requires you to exponentiate onto of the base number.
Sentence with base number
(61) Understanding the base number is crucial in computer programming.
(62) Although the base number is fixed, the exponent can vary greatly.
(63) The base number of the atomic number system is the number of protons.
(64) If the base number is too large, the calculation can become unwieldy.
(65) We need to establish the base number for this probability calculation.
(66) The multiplicand can be thought of as the base number in multiplication.
(67) If the base number is incorrect, the entire calculation will be inaccurate.
(68) If the base number is negative, the result of the calculation can be complex.
(69) The base number, which is the backbone of the equation, must be chosen wisely.
(70) You can't solve the equation without knowing the base number and the exponent.
Use base number in a sentence
(71) The base number, along with the exponent, determines the value of the expression.
(72) It's important to exponentiate behind the base number when working with exponents.
(73) The base number, which is the foundation of the equation, must be carefully chosen.
(74) The base number, which is the starting point of the problem, must be clearly defined.
(75) The base number, which is the fundamental element of the equation, cannot be ignored.
(76) The base number is the first step in solving the equation, but it's not the only one.
(77) Although the base number may seem insignificant, it can greatly impact the final result.
(78) Even though the base number is constant, the result can differ depending on the exponent.
(79) The base number, which is the starting point of the equation, must be clearly understood.
(80) The base number, as well as the exponent, plays a crucial role in determining the outcome.
Sentence using base number
(81) The base number and the exponent work together to create a powerful mathematical expression.
(82) The mathematician suggested to exponentiate beside the base number to get the desired result.
(83) Even though the base number is constant, the result can vary depending on the operation used.
(84) The base number is just one piece of the puzzle, but it's a crucial one that can't be ignored.
(85) To convert the data into a logarithmic scale, you need to exponentiate onto of the base number.
(86) The base number is the starting point, but it's the exponent that determines the final outcome.
(87) The base number, along with the exponent, can be used to solve a variety of mathematical problems.
(88) The base number may be the same, but the exponent can vary, resulting in vastly different results.
(89) Without a clear understanding of the base number, it's impossible to accurately solve the equation.
(90) The base number is the backbone of the equation, and it's essential to get it right from the start.
Base Number example sentence
(91) The base number and the exponent are like two sides of the same coin, each one influencing the other.
(92) The base number is just one part of the equation, but it's a critical component that can't be overlooked.
(93) The base number is the foundation upon which the entire equation rests, and it must be solid and reliable.
(94) The base number is the foundation of the equation, and any mistake in its value can throw off the entire calculation.
(95) The base number is important, but the exponent also plays a crucial role in determining the final value of the equation.
(96) The base number and the exponent are like two dancers in perfect harmony, moving together to create something beautiful.
(97) Although the base number was initially set at ten, it was later changed to twelve, and this caused confusion among the students.
(98) The mathematician who discovered the base number system was hailed as a genius, and his work revolutionized the field of mathematics.
(99) The student who excelled in math found the base number system to be fascinating, and she spent hours studying its intricacies and applications.
(100) The student who struggled with the base number system was given extra practice problems to work on, and with time, she was able to master the concept.
Sentence with word base number
(101) Although the base number system was introduced in ancient times, it is still relevant today, and it is used in many different cultures around the world.
(102) The teacher used real-life examples to illustrate the importance of the base number system, and the students were able to see how it was used in everyday situations.
(103) The teacher explained that the base number system used in ancient civilizations was different from the one we use today, but the students still found it difficult to understand.
(104) The professor explained that the base number system was used in a variety of fields, including computer science and engineering, and it was essential for students to understand it.
(105) The mathematician argued that the base number system was the foundation of all mathematical concepts, and without it, we would not be able to perform even the simplest calculations.
(106) After completing the first set of problems, the students realized that the base number system was not as complicated as they had initially thought, and they felt more confident in their abilities.
Base Number meaning
Base number is a term used in mathematics to describe the number system used to represent numerical values. It is also known as the radix or the base of the number system. The most commonly used base number system is the decimal system, which uses ten digits (0-
9. to represent numerical values. However, there are other base number systems that are used in different fields of study, such as binary, octal, and hexadecimal. When using the term "base number" in a sentence, it is important to provide context to the reader so that they can understand the meaning of the term. Here are some tips on how to use the term "base number" in a sentence:
1. Define the term: Before using the term "base number" in a sentence, it is important to define the term for the reader.
For example, "A base number is the number system used to represent numerical values."
2. Use it in a mathematical context: The term "base number" is most commonly used in a mathematical context.
For example, "In the binary base number system, there are only two digits, 0 and 1."
3. Compare different base number systems: To provide a better understanding of the term "base number," it can be helpful to compare different base number systems.
For example, "The hexadecimal base number system uses 16 digits, including the numbers 0-9 and the letters A-F."
4. Use it in a real-world context: The term "base number" can also be used in a real-world context to describe how numerical values are represented.
For example, "In computer programming, the binary base number system is used to represent data."
5. Use it in a problem-solving context: The term "base number" is often used in problem-solving contexts, such as converting numerical values from one base number system to another.
For example, "To convert a number from the binary base number system to the decimal base number system, you need to multiply each digit by its corresponding power of 2 and add the results."
In conclusion, the term "base number" is a mathematical term that describes the number system used to represent numerical values. When using this term in a sentence, it is important to provide context and define the term for the reader. Using it in a mathematical, real-world, or problem-solving context can help to provide a better understanding of the term.
The word usage examples above have been gathered from various sources to reflect current and historical usage of the word Base Number. They do not represent the opinions of TranslateEN.com.