Question
Solve for bb. Express your answer in simplest radical form if necessary.
b, equals, left parenthesis, cube root of, 89, end cube root, right parenthesis, cubed
b=
(
3
89
)
b, equals, left parenthesis, cube root of, 89, end cube root, right parenthesis, cubed
b=
(
3
89
)
Answers
GPT-4o mini
To solve for \( b \) given that
\[
b = \left( \sqrt[3]{89} \right)^3,
\]
we can simplify the expression.
The cube root of a number cubed simply returns the original number. Therefore:
\[
b = \left( \sqrt[3]{89} \right)^3 = 89.
\]
Thus, the final answer is:
\[
b = 89.
\]
\[
b = \left( \sqrt[3]{89} \right)^3,
\]
we can simplify the expression.
The cube root of a number cubed simply returns the original number. Therefore:
\[
b = \left( \sqrt[3]{89} \right)^3 = 89.
\]
Thus, the final answer is:
\[
b = 89.
\]