Describe the transformation to the graph of y=x^2
Picture is included

Question

Describe the transformation to the graph of y=x^2
Picture is included

samsan9 · Answer

attachment

anonymous · Answer

This is the graph of a parabola. X makes a U shape. Let me explain how each number in the new equation affects the original equation.

anonymous · Answer

y = a (x+b)^2 - c

A determines the stretching or compression of the graph, along with the orientation of the graph (Up or down)

B determines how many units up or down the vertex of the graph move.

C determines how many units the vertex travels left or right.

anonymous · Answer

Since a is -1, the graph will be upside down, but will not be stretched or compressed.

anonymous · Answer

Since B is 2, the graph will move up 2 units.

anonymous · Answer

Since C is -3, the graph will move left 3 units. Keep in mind that c is the opposite of what you normally think (positive is right, negative is left) since the Framework of the equation is subtraction instead of addition.

anonymous · Answer

Understand?

samsan9 · Answer

yes i do

anonymous · Answer

Did you find the correct answer?

samsan9 · Answer

yes i got the answer c thank you very much

anonymous · Answer

No. It's not c

anonymous · Answer

Look at what I said earlier.

anonymous · Answer

The answer is D.