Transforming Parent Functions

We often explore four types of function translations: reflections across the x-axis, vertical stretches, horizontal shifts, and vertical shifts. For a function f(x), a translated function g(x) often takes the form g(x)=a f(x+b)+c. Explore the following functions, using the appropriate sliders, to determine how the values of a, b, and c define function translations for many functions.
1) Define how change the parent function.
2) Define how change the parent function.
3) Define how change the parent functions.

Answer

Please answer here

Draw the graph of f(x)=(x+3)^2-5 below.

Draw the graph of f(x)=-0.5|x|-2 below.