Please check
1.p(x) =(x-3)+2
Ans: Translation to the right 3 units.

2.) Translation down 1 unit and to the left 3 units.
Ans: g(x) =(x+5)^2 =1

3.) F(x)=3x +5; x axis
Ans: F(-x)=3(x)+5 = 3x+5

4.) Vertical stretch by a factor of 2.
. . .I don't know?

Question

Please check
1.p(x) =(x-3)+2
Ans: Translation to the right 3 units.

2.) Translation down 1 unit and to the left 3 units.
Ans: g(x) =(x+5)^2 =1

3.) F(x)=3x +5; x axis
Ans: F(-x)=3(x)+5 = 3x+5

4.) Vertical stretch by a factor of 2.
. . .I don't know?

anonymous · Answer

@gorv

gorv · Answer

one is correct

anonymous · Answer

Yay^^

gorv · Answer

second me the Q

gorv · Answer

send me 2nd Q

anonymous · Answer

OOps, Write an equation for each transformation of y=x^2

gorv · Answer

okkk so now new value
y-(-1)=(x+3)^2

gorv · Answer

down one unit means 
y=-1

anonymous · Answer

Ah. . . It's a bit perplexing at times, x3

gorv · Answer

x shift left ward so x+3

e.mccormick · Answer

A vertical stretch means all up and down values are larger.  This one says by 2.  So you would put somrthing in there to multiply the answers by 2.

anonymous · Answer

g(x) = 2(2x-7) =. . .? xD

e.mccormick · Answer

Here are two references on transformations that have some nice diagrams to help show what happens. http://www.mathsisfun.com/sets/function-transformations.html http://www.regentsprep.org/Regents/math/algtrig/ATP9/funclesson1.htm

e.mccormick · Answer

And yes, that looks like a vertical stretch.

anonymous · Answer

Thanks! Sorry I couldn't medal you.

anonymous · Answer

@e.mccormick g(x) = 2(2x-7) =4x-14?