Question

Describe the transformations to the graph of y=x^2 that result in the graph of y=-(x+2)^2+3

Answer 1

in general

\[y = A*(x-B)^2+C\]

The negative in front means the thing will turn over 180 degrees, flipped.
A is a factor that will squish or stretch the graph
B will translate the graph along the X axis direction
C will translate the graph along the Y axis direction

Answer 2

Thanks @DanJS

Answer 3

Your Brilliant ^^/

Answer 4

Go to Desmos.com
Put in the equation A*(X-B)^2+C

add sliders for all 3, A,B,C
play with the sliders and look what happens

Answer 5

like this , enter the same equation