What is the equation to the quadratic function that has zeros at -6 and 16?
1 answer:
Answer:
x^2 -10x -96 =0
Step-by-step explanation:
Subtract the zeros from x in factors
(x - -6) (x-16)
(x+6) (x-16)
Set these equal to zero since they are zeros
(x+6) (x-16) =0
FOIL
x^2 -16x+6x -96 =0
x^2 -10x -96 =0
You might be interested in
I think your answer is ( B )
2(3)x2-(-2)?
if that’s the problem then it’s
12x2-(-2)
24+2 = 26!
X+y=180
they are adjacent angles
x=50
y=130
Given:
To find the factorization of the graph,

By factorization, we get

Hence option a) is the correct answer.
Answer:
5x+4
Step-by-step explanation: