Which statement describes the translation of y = -1 over 5(x + 5)2 + 2 from standard position?
Moved up and to the right. Moved up and to the left. Moved down and to the left. Moved down and to the right.
@LifeEngineer
just to clarify, should this be: |dw:1403670733068:dw| or did i misinterpret that?
y=-1/5(x+5)2 + 2
and after the parenthesis closes it is squared 2
ahhh okay, so y= (-1/5)*(x+5)^2 + 2 Well, the (x+5) would shift it 5 units to the left I always think of what value of x would be needed to get 0 to determine which direction this shifts the function. In this case, to get the (x+5) to equal 0, x would need to be -5. -5 is a shift of 5 to the left from 0 finally the +2 at the end would shift the function up 2. the -1/5 out in front would flatten and flip the parabola a bit, but wouldn't contribute to a translation
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