Let f (x) = 8xf (x) = 8x.

What function represents a transformation of f (x) f (x) by a vertical stretch with factor 2?

g (x) = 2⋅8xg (x) = 2·8x

g (x) = 12⋅8xg (x) = 12·8x

g (x) = 812xg (x) = 812x

g (x) = 82x

Question

Mathematics

Wade Johnston

11 March, 04:17

Let f (x) = 8xf (x) = 8x.

What function represents a transformation of f (x) f (x) by a vertical stretch with factor 2?

g (x) = 2⋅8xg (x) = 2·8x

g (x) = 12⋅8xg (x) = 12·8x

g (x) = 812xg (x) = 812x

g (x) = 82x

+4

Answers (2)

Know the Answer?

Jacey Mejia · Answer 1

Jacey Mejia 11 March, 06:46

0

The answer is g (x) = 2*8^x

Aniya Ellis · Answer 2

F (x) = 8x

a verteical anything of a factor of m means multiply the whole function by m

so a vertical stretch of a factor of 2 means times 2 by the whole function

g (x) = 2*8x

g (x) = 16x

it would be the first option

Let f (x) = 8xf (x) = 8x.What function represents a transformation of f (x) f (x) by a vertical stretch with factor 2?g (x) = 2⋅8xg (x) = 2·8xg (x) = 12⋅8xg (x) = 12·8xg (x) = 812xg (x) = 812xg (x) = 82x

Let f (x) = 8xf (x) = 8x.

What function represents a transformation of f (x) f (x) by a vertical stretch with factor 2?

g (x) = 2⋅8xg (x) = 2·8x

g (x) = 12⋅8xg (x) = 12·8x

g (x) = 812xg (x) = 812x

g (x) = 82x