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Question
Difficulty Level:

Easy

MCQ

Table I contains outputs of the function f(x)=bx{f}({x})=b^{x} for some x{x} values, and Table II contains outputs of the function g(x)=logb(x){g}({x})=\log _{b}(x) for some x{x} values. In both functions, b{b} is the same positive constant.

Fill in the missing values in the tables. If necessary, round your answer to three decimal places. You do not need a calculator.


Find f(1)f(1) and also find xx if logb(x)=3\log _{b}(x)=3

Select all that apply :

f(1)=2logb(8)=3f(1)=2 \log _{b}(8)=3

f(1)=0,logb(5)=3 f(1)=0, \log _{b}(5)=3

f(1)=3,logb(4)=3f(1)=3, \log _{b}(4)=3

f(1)=5,logb(3)=3f(1)=5, \log _{b}(3)=3

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