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24 February, 20:53

The graph of function g is a vertical stretch of the graph of function f by a factor of 5. Which equation describes function g?

a . g (x) = 15f (x)

b. g (x) = f (x5)

c . g (x) = f (5x)

d. g (x) = 5f (x)

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Answers (2)
  1. 24 February, 22:20
    0
    d. g (x) = 5f (x)

    Step-by-step explanation:

    A stretch of the graph of a function is like a little piece of that function that is located in the graph similarly to the other graph, and it says that it is a factor of 5, that means that the graph is being multiplied by 5, so from the options you can search for options where the f (x) is being multiplied by 5 is the last one, d. g (x) = 5f (x).
  2. 25 February, 00:15
    0
    d. g (x) = 5f (x)

    Explanation:

    When a function is stretched vertically, every function value is multiplied by the stretch factor. Here that factor is 5. Multiplying f (x) by 5 gives ...

    ... g (x) = 5f (x)
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Home » Mathematics » The graph of function g is a vertical stretch of the graph of function f by a factor of 5. Which equation describes function g? a . g (x) = 15f (x) b. g (x) = f (x5) c . g (x) = f (5x) d. g (x) = 5f (x)
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