Enter the letter of the graph which corresponds to each new

Enter the letter of the graph which corresponds to each new function defined below g(x-2_+2 is. G(2x) is. 2+g(-x) is. G(x+2)-2 is .

Solution

1)
g(x - 2) + 2
g(x) --> g(x - 2) can be done by shifting right by 2
g(x-2) --> g(x-2) + 2 can be done by shifting up by 2

So, the transformations are : right 2 , up 2

So, answer option A

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2)
g(2x) :
g(x) ---> g(2x)
can be done by \"horizontal shrink by a factor of 2\"

So, answer option B

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3)
2 + g(-x)

g(x) --> g(-x) can be done by reflecting about y-axis
g(-x) ---> 2 + g(-x) can be done by shifting up by 2

So, \"reflecting about y-axis and shifting up by 2\"

Answer option D

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4)
g(x + 2) - 2

g(x) --> g(x + 2) by \"shifting left by 2 units\"
g(x+ 2) --> g(x + 2) - 2 by \"shifting down by 2 units\"

So, left 2 and down 2

Answer option H

 Enter the letter of the graph which corresponds to each new function defined below g(x-2_+2 is. G(2x) is. 2+g(-x) is. G(x+2)-2 is .Solution1) g(x - 2) + 2 g(x)

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