Question

How would I rewrite y= square root of (4x=16)- 3?

Answer 1

\[y = \sqrt{4x=16} -3?\]

Answer 2

Oh and describing the graph too, I know I have to do the factor tree?

Answer 3

Is that what you have?

Answer 4

Yes

Answer 5

Check again, it doesn't make sense

Answer 6

\[y=\sqrt{4x+16}-13\]

Answer 7

ok

Answer 8

\(\large y = a\sqrt{x-h} + k\)

is a transformation for its parent : \(\large y = \sqrt{x}\)

Answer 9

change ur equation to above form

Answer 10

\(\large y=\sqrt{4x+16}-13\)

\(\large y=\sqrt{4(x+4)}-13\)

\(\large y=2\sqrt{x- (-4)}-13\)

Answer 11

I don't know what my Y is

Answer 12

^^thats the form they want u change the given equation to

Answer 13

next, graph it

Answer 14

-4 moves the parent graph to left by 4 units
-13 moves the parent graph down by 13 units

Answer 15

the factor, 2 in front of radical stretches the graph vertically by a factor of 2