Q 66. - Precalculus Enhanced with Graphing Utilities | StudyQuestionHub

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Q 66.

Question

Graph the logarithmic function : $y = - \log_{3} (- x)$

Step-by-Step Solution

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Answer

The graph of the given expression is as follows :

1Step 1. Given information

Given expression is : $y = - \log_{3} (- x)$

2Step 2. The graph of the given expression is :

3Step 3. Matching

The graph matches with (D) $y = - \log_{3} (- x)$

Other exercises in this chapter

Graph the logarithmic function : y=-log3x

Match the graph with a logarithmic function : The functions are : A.y=log3xB.y=log3(-x)C.y=-log3xD.y=-log3(-x)E.y=log3x-1F.y=log3(x-1)G.y=log3(1-x)H.

Match the graph with a logarithmic function : The functions are : A.y=log3xB.y=log3(-x)C.y=-log3xD.y=-log3(-x)E.y=log3x-1F.y=log3(x-1)G.y=log3(1-x)H

Graph the logarithmic function : y=log3x-1