In the following functions, a basic common function, f (x), has undergone a transformation into another

function. For each of the following graphs, determine the equation for g (x).

f (x) = x2

a. g (x) =

b. g (x) =

c. g (x) =

Question

Mathematics

Miss Piggy

16 May, 20:05

In the following functions, a basic common function, f (x), has undergone a transformation into another

function. For each of the following graphs, determine the equation for g (x).

f (x) = x2

a. g (x) =

b. g (x) =

c. g (x) =

+1

Answers (1)

Know the Answer?

Stephanie Stephenson · Answer 1

Use transformations to graph the following functions: a) h (x) = - 3 (x + 5). 2 - 4 b) g (x) = 2 cos (-x + 90°) + 8. Solutions: a) The parent function is f (x) = x.

In the following functions, a basic common function, f (x), has undergone a transformation into anotherfunction. For each of the following graphs, determine the equation for g (x).f (x) = x2a. g (x) =b. g (x) =c. g (x) =

In the following functions, a basic common function, f (x), has undergone a transformation into another

function. For each of the following graphs, determine the equation for g (x).

f (x) = x2

a. g (x) =

b. g (x) =

c. g (x) =