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Which points lie on the graph of f(x) = log9x? Check all that apply. Mr002-1. Jpg (0, 1) mr002-2. Jpg (3, 243) (9, 1) (81, 2).

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Answer:

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Explanation:

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The points which lie on the graph of f(x) = log9x are; (9, 1) and (81, 2)

Solution Points on a graph

The points which lie on the graph can be tested for as follows;

For (0, 1)

  • f(0) = log₉(0)

  • f(0) = log ₉ 0 = 0. ....Not true

For (3, 243)

  • f(3) = log ₉ (3)

  • f(3) = 1/2log₉9 = 1/2....Not true

For (9, 1)

  • f(9) = log₉ (9)

  • f(9) = 1 .....True

For (81, 2)

  • f(81) = log₉ (81)

  • f(81) = log ₉ (9)²

  • f(81) = 2 log₉ (9)

  • f(81) = 2....True

Read more on solution points of a graph;

https://brainly.com/question/14323743

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