The simplification of (-7)⁵ᐟ³ * (1/56)⁵ᐟ³ results to -1/32
How to simplify exponential expression.
An exponential expression is a mathematical expression that involves an exponent, where a number (base) is raised to a power (exponent). It has the general form (aⁿ), where (a) is the base and (n) is the exponent.
Given
(-7)⁵ᐟ³ * (1/56)⁵ᐟ³
Combine the two terms and take under one exponent.
= (-7*1/56)⁵ᐟ³
Multiple out the numerator
=(-7/56)⁵ᐟ³
Divide by 7
=(-1/8)⁵ᐟ³
Take the cube root of -1/8
= (-1/2)⁵
Raise the result to power of five
= -1/32
The simplification of (-7)⁵ᐟ³ * (1/56)⁵ᐟ³ results to -1/32