If the equation y=3x^2+2 is translated down three units the new equation would be..

Question

asked Jul 25, 2024 114k views

1 Answer

Nirav Kotecha · Answer 1 · 2024-07-29T13:02:34+0000

The new equation, after translating the original function downward by three units, is
y=3x^2 -1.

When you translate a function downward, you subtract a constant from the original function.

In this case, the original function is
y=3x^2 +2 , and you want to translate it downward by three units.

So, you subtract 3 from the function. The new equation would be:

y=3x^2 +2-3

Simplifying this expression, you get:

y=3x^2 -1

Therefore, the new equation, after translating the original function downward by three units, is
y=3x^2 -1.