Real Number in a sentence
Synonym: number, value. Antonym: imaginary number
Meaning: A value that represents a quantity along a continuous line.
(1) The radicand is a real number.
(2) The radicand can be any real number.
(3) The multiplicand can be any real number.
(4) The ln of a non-real number is undefined.
(5) The arcsec of a number is always a real number.
(6) The ln of a negative number is not a real number.
(7) The cotangent of an angle is always a real number.
(8) The factorial of a non-real number is not defined.
(9) The reciprocal of a number is always a real number.
(10) The numerator of a fraction can be any real number.
Real Number sentence
(11) The sum of two real numbers is always a real number.
(12) The infimum of a bounded set is always a real number.
(13) The product of two imaginary numbers is a real number.
(14) The radius of a circle can be any positive real number.
(15) The absolute value of a number is always a real number.
(16) The set of irrationals is dense in the real number line.
(17) The cube root of a negative number is not a real number.
(18) The logarithm of a positive number is always a real number.
(19) Multiplying two imaginary numbers results in a real number.
(20) The concept of a real number is fundamental in mathematics.
Real Number make sentence
(21) The ln of a number equal to a non-real number is undefined.
(22) The square root of a perfect square is always a real number.
(23) The square root of a positive number is always a real number.
(24) The whole number system is a subset of the real number system.
(25) The natural logarithm of a negative number is not a real number.
(26) The multiply between undefined and any real number is undefined.
(27) The square root of a positive real number is always a real number.
(28) The sum of an imaginary number and its conjugate is a real number.
(29) The square of an imaginary number is always a negative real number.
(30) The sum of a real number and an imaginary number is a complex number.
Sentence of real number
(31) The commutativity of addition is a property of the real number system.
(32) The solution to an exponential equation may not always be a real number.
(33) The quadratic equation can have two solutions inside the real number system.
(34) Infinitesimals are considered to be infinitely smaller than any real number.
(35) The commutativity of exponentiation is a property of the real number system.
(36) The infimum of a real number set is either a real number or negative infinity.
(37) Archimedean property is one of the axioms used to define the real number system.
(38) The addition of a real number and an imaginary number results in a complex number.
(39) The algebraic sum of two complex numbers can be a real number or a complex number.
(40) The concept of infinitesimals is used in the construction of the real number system.
Real Number meaningful sentence
(41) Convergents can be used to determine the best rational approximation for a real number.
(42) Complex numbers are often represented as a sum of a real number and an imaginary number.
(43) The imaginary number system is an elegant and powerful extension of the real number system.
(44) The reciprocal of a number is always a real number if the original number is a real number.
(45) When you perform a multiply between undefined and a non-real number, the result is undefined.
(46) The reals are ordered, meaning that one real number can be greater than or less than another.
(47) The arccosines of numbers outside the range of -1 to 1 are not defined in the real number system.
(48) An imaginary number is a complex number that can be expressed as a real number multiplied by the imaginary unit.
(49) The Archimedean property of real numbers states that between any two real numbers, there exists another real number.
(50) Archimedean property is one of the key properties that distinguishes the real number system from other number systems.
(51) The concept of imaginary numbers is often introduced when dealing with quadratic equations that have roots beneath the real number line.
(52) The imaginary number system extends the real number system to include solutions to equations that cannot be solved using real numbers alone.
(53) Although most people find it difficult to understand the concept of imaginary numbers, I find it fascinating that the square root of negative one can be a real number.
Real Number meaning
Real number is a mathematical term that refers to any number that can be expressed as a decimal or a fraction. It includes both rational and irrational numbers, such as 3, -2.5, 1/3, and ?
2. Real numbers are used in a wide range of mathematical applications, from basic arithmetic to advanced calculus and beyond. If you are looking to use the term "real number" in a sentence, there are a few tips that can help you do so effectively. Here are some suggestions:
1. Define the term: If you are using the term "real number" in a context where your audience may not be familiar with the concept, it can be helpful to provide a brief definition.
For example, you might say, "A real number is any number that can be expressed as a decimal or a fraction."
2. Use it in a mathematical context: Real numbers are primarily used in mathematics, so it makes sense to use the term in a mathematical context.
For example, you might say, "The solution to this equation is a real number."
3. Use it to contrast with other types of numbers: Real numbers are just one type of number in mathematics. You might use the term "real number" to contrast with other types of numbers, such as imaginary numbers or complex numbers.
For example, you might say, "Unlike complex numbers, real numbers do not have an imaginary component."
4. Use it to describe a quantity: Real numbers are used to describe quantities in many different contexts.
For example, you might say, "The temperature outside is a real number between 0 and 100 degrees Fahrenheit."
5. Use it to describe a property of a number: Real numbers have certain properties that distinguish them from other types of numbers. You might use the term "real number" to describe one of these properties.
For example, you might say, "The absolute value of a real number is always positive."
6. Use it to describe a real-world phenomenon: Real numbers are used to model many real-world phenomena, such as the height of a building or the speed of a car. You might use the term "real number" to describe one of these phenomena.
For example, you might say, "The distance between two cities is a real number that can be calculated using a map."
Overall, the term "real number" is a versatile and important concept in mathematics. By following these tips, you can use it effectively in a variety of contexts.
The word usage examples above have been gathered from various sources to reflect current and historical usage of the word Real Number. They do not represent the opinions of TranslateEN.com.