Question
what is the simplest form of the number 23^5/4
A 18.4
B 50.37
C 16
D 28.75
SHOW ALL YOUR WORK
A 18.4
B 50.37
C 16
D 28.75
SHOW ALL YOUR WORK
Answers
GPT 3.5
To simplify the expression 23^(5/4), we first need to find the fourth root of 23 raised to the power of 5.
23^(5/4) = (23^5)^(1/4) = 6436343^(1/4)
Taking the fourth root of 6436343 gives us 17.97, which is closest to 18.4.
Therefore, the simplest form of the number 23^(5/4) is A) 18.4.
23^(5/4) = (23^5)^(1/4) = 6436343^(1/4)
Taking the fourth root of 6436343 gives us 17.97, which is closest to 18.4.
Therefore, the simplest form of the number 23^(5/4) is A) 18.4.