Question

What transformations change the graph of f(x) to the graph g(x) f(x)=-7 x 2 g(x)=-35x2+5

Answer 1

do u still need help :)

Answer 2

yes

Answer 3

the parent function is x^2, it seems that x^2 is becoming (x+7)^2, this transformation is like

F(x)=x^2 => F(X+7)=(x+7)^2

the result of this is shifting the graphs origin 7 units left

The addition of 9 is an addition outside the parent function which shifts it up or down.

therefore g(x) is a linear transform of 7 units left and 9 units up

Answer 4

wow thanks for explains it do you think you can help me with another one like this?

Answer 5

sure, hit me with ur best shot. lol

Answer 6

what transformation change the graph

f (X) =x2 g(x)= (x+3)2 - 7

Answer 7

it is going to shift lift.

Answer 8

no sorry wait

Answer 9

shift up which is a Vertical shift

Answer 10

think of \((x+3)^2-7\) as \((x-(-3))^2-7\). When you look at it this way, you can clearly tell that the x-intercept is negative and to the let, therefore the graph shifts left by 3 units.

Answer 11

left*

Answer 12

so I was right the first time @jhanny that it would shift left