QuestionA graphing calculator will be available for this question. If $\log _{2 b} x^{5}=T_{\text {and }} b>\frac{1}{2}$ , then $x=$ $(2 b)^{5 T}$ $2 b^{5 T}$ $\frac{(2 b)^{T}}{5}$ $(2 b)^{\frac{T}{5}}$ $2 b^{\frac{T}{5}}$

Studdy Solution
Verify which option matches the derived expression for $x$ :
The expression $x = (2b)^{\frac{T}{5}}$ matches the option:
$(2b)^{\frac{T}{5}}$
The value of $x$ is:
$(2b)^{\frac{T}{5}}$

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