Math  /  Algebra

QuestionPart D: logx(e)=8\log _{x}(e)=8 Exact answer: x=x= \square Decimal approximation: xx \approx \square
It may help to rewrite this problem as an exponential equation. Question Help: Message instructor

Studdy Solution
Calculate the decimal approximation for xx. Use the value of e2.71828e \approx 2.71828:
x(2.71828)1/8 x \approx (2.71828)^{1/8}
Calculate this using a calculator:
x1.3302 x \approx 1.3302
The exact answer is:
x=e1/8 x = e^{1/8}
The decimal approximation is:
x1.3302 x \approx 1.3302

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