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MathematicsMathematics
7 May, 14:45

Consider the functions f (x) = logb (x) and g (x) = a · logb (x). No matter the base, when a positive value is substituted for a as compared to the parent function f (x), and a > 1, the graph of g (x) results in a. No matter the base, when a positive value is substituted for a as compared to the parent function f (x), and 0 < a < 1, the graph of g (x) results in a. No matter the base, when a negative value is substituted for a as compared to the parent function f (x), the graph of g (x) results in a.

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Answers (2)
  1. 7 May, 15:18
    0
    Answer:vertical stretch

    Vertical compression

    Reflection across the x-axis
  2. 7 May, 16:26
    0
    Answer:vertical stretch

    Vertical compression

    Reflection across the x-axis
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Home » Mathematics » Consider the functions f (x) = logb (x) and g (x) = a · logb (x). No matter the base, when a positive value is substituted for a as compared to the parent function f (x), and a > 1, the graph of g (x) results in a.
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