Explain how the graph of each given function is a transformation of the graph of y=x^2.

(a) y=x^2-5

(b) y=-2x^2

(c) y = (x-5) ^2

(d) y = (-3x) ^2

Question

Adrienne Wood

Mathematics

12 June, 03:31

Explain how the graph of each given function is a transformation of the graph of y=x^2.

(a) y=x^2-5

(b) y=-2x^2

(c) y = (x-5) ^2

(d) y = (-3x) ^2

+5

Answers (1)

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Giovanny Grimes · Answer 1

A. The function is bing translated down 5 units

b. The function is being stretched vertically stretched by 2 units

c. He function is being translated 5 units to the right

d. The functions being flipped and vertically stretched by 3 units

Explain how the graph of each given function is a transformation of the graph of y=x^2.(a) y=x^2-5(b) y=-2x^2(c) y = (x-5) ^2(d) y = (-3x) ^2

Explain how the graph of each given function is a transformation of the graph of y=x^2.

(a) y=x^2-5

(b) y=-2x^2

(c) y = (x-5) ^2

(d) y = (-3x) ^2