The formula of transformation for this equation is

If k or b has a positive sign in the formula, that means that the you move it to the negative direction. If k or b has a negative sign in the formula, that means that you move it to the positive direction.

So if we have that means we move the x value to the positive direction 7 units.

So if we have , that means we move the y value to the negative direction 4 units.

## Answers ( )

Step-by-step explanation:Step 1: Describe the transformationThe formula of transformation for this equation is

If k or b has a positive sign in the formula, that means that the you move it to the negative direction. If k or b has a negative sign in the formula, that means that you move it to the positive direction.

So if we have that means we move the x value to the positive direction 7 units.

So if we have , that means we move the y value to the negative direction 4 units.

Answer:To the right 7 units and down 4 units.Answer:

f(x – 7) – 4

Translation: < 7 , -4 >

Step-by-step explanation:

x^2+y^2=1

Centre: (0,0)

(x-7)^2 + (y+4)^2 = 1

Centre: (7,-4)

Translation: < 7 , -4 >

If the first function is f(x), the transformed function is:

f(x – 7) – 4