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29 August, 13:59

Which describes the difference between the graph of f (x) = x2 and g (x) = - (x2 - 2) ?

A)

The graph of f (x) is obtained by flipping g (x) over the x-axis and shifting up 2 units.

B)

The graph of g (x) is obtained by flipping f (x) over the x-axis and shifting up 2 units.

C)

The graph of f (x) is obtained by flipping g (x) over the x-axis and shifting left 2 units.

D)

The graph of g (x) is obtained by flipping f (x) over the x-axis and shifting left 2 units.

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Answers (2)
  1. 29 August, 14:05
    0
    Answer: B; here's a brief explanation as to why:

    g (x) is an equation that has a - 1 being distributed to both x^2 and - 2, making the equation really - x^2 + 2,

    the - in x^2 would flip the line on the X axis, while the + 2 would raise the line up by two
  2. 29 August, 14:12
    0
    B ...
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