Question

Write a function for the graph described as a transformation of y=x^2 .
1. y=x^2 experiences a vertical stretch of factor 2 and then a shift right of 3 units.: y = 2(x-3)^2
2. y=x^2 experiences a shift left by 2 units, then a horizontal shrink of factor , then a shift down of 5 units.:
3. y=x^2 experiences a shift to the right 1 unit, is stretched vertically by a factor of , then is shifted down 4 units.:
4. y=x^2 is reflected across the x-axis, stretched vertically by a factor of 3, and shifted left 7 units.

Answer 1

#3 is factor of 1/2 btw

Answer 2

@CShrix can you help me?

Answer 3

someone help please.. lol :(

Answer 4

@Directrix can you help me?

Answer 5

@dan815 @mathstudent55 @Michele_Laino

Answer 6

@carlyleukhardt

Answer 7

I wish I could give you a specific answer, but what I can do is tell you to substitute x for the numbers 1 and 2. EXP. x+1=y 1+1=2 X=1 Y=2

Answer 8

I don't get what you mean

Answer 9

@angelmaxine Change the x in the equation for 2. Solve it. and you will get and ordered pair. The 2 will be x and then the solution will be your y coordinate

Answer 10

when u get your final coordinate draw a line from the orgin to the new set of coordinates.

Answer 11

@dan815 It says you're viewing.. can you help?