What is the correct simplification of 243^3/5?(1 point)
Responses
9
3
81
27
27
27
To simplify a fractional exponent, we can raise the base to the numerator of the exponent and then take the root of the result by the denominator of the exponent.
In this case, we have 243^3/5.
First, we raise 243 to the power of 3: 243^3 = 243 x 243 x 243 = 14,348,907.
Next, we take the fifth root of 14,348,907: ∛14,348,907 = 27.
Therefore, the correct simplification of 243^3/5 is 27.