MATH 246 Midterm: Exam 3 No Solutions Fall 2002

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14 Mar 2019
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Find the domain and range of this function. We nd this by taking x = 11y and solving for y. Taking log11 of both sides gives f 1(x) = log11 x or f 1(x) = log x log 11 or f 1(x) = ln x ln 11 . d. ) [4 pts. ] Find the domain and range of the inverse. Domain of f 1 is range of f and vice versa. So domain of f 1 is (0, ) and range is all reals. Do not leave a log or ln in your answer: a. ) Taking the reciprocal of both sides gives sin x = It also occurs in the second quadrant (where sin is positive, which means that we also have the angle b. ) So taking log5 of both sides yields log5(53x 1) = log5(52) (3x 1) log5 5 = 2 log5 5. 3x 1 = 2 where the last step is true because log5 5 = 1.

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