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An example is the 2/3 in 122/3.

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17y ago

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What is a rational exponent in math?

If the exponent or raised power of a number is in the form of p/q the exponent is said to be rational exponent. For example= 11/2 22/3


Real life example of rational exponents?

A rational exponent is an exponent in the form of a fraction. Many financial formulas use rational exponents. Compound interest is formula that uses rational exponents.


Are exponents rational numbers?

You can use any number - rational or otherwise - as an exponent.


What is rational exponent represents a square root?

And exponent of -2 represents the square root


Is a rational exponent equation?

No, it is an expression, not an equation.


What is a 5 exponent of 2 rational or irrational?

Rational, since it can be written as 25/1 .


Which rational exponent represents a cube root?

1/3


What is a rational exponent?

A rational exponent is an exponent that is expressed as a fraction, where the numerator indicates the power and the denominator indicates the root. For example, ( a^{\frac{m}{n}} ) means the ( n )-th root of ( a ) raised to the power of ( m ), or ( \sqrt[n]{a^m} ). Rational exponents allow for a more concise representation of roots and powers in mathematical expressions.


What is rational exponent notation?

rational numbers are commonly referred to as fractions Any root ... square root, cube root, etc can be expressed as a rational exponent sq rt of x = x1/2 cube root of x = x1/3 if there is an exponent inside the radical you can also have rational exponents with some numerator other than 1 ex 4th root of x3 = x3/4


What rational exponent represents a cube root?

3


What is an irrational exponent?

It means that it is an exponent, and that it is not a rational number - i.e., one that can be written as a fraction of two integers.


How do you simplify numbers when they have a negative rational exponent?

A negative exponent is simply the reciprocal.A rational exponent of the form p/q is the qth root of the pth power.So for example,x^(-2/3) = 1/x^(2/3) = 1/cuberoot(x^2) or, equivalently, 1/[cuberoot(x)]^2

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