Algebra Examples

f (x + 4) - 2

$f (x + 4) - 2$

Step 1

Write

f (x + 4) - 2

$f (x + 4) - 2$ as an equation.

y = f (x + 4) - 2

$y = f (x + 4) - 2$

Step 2

The parent function is the simplest form of the type of function given.

y = f

$y = f$

Step 3

The given functions are from different types. Transforming a function does not change its type, so it is impossible to transform

f (x) = f

$f (x) = f$ to

g (x) = f x + 4 f - 2

$g (x) = f x + 4 f - 2$ .

Impossible geometric transformation

Step 4