G(x) = (x - 12)2 – 30.25 1) What are the zeros of the function?

Question

asked Dec 5, 2021 168k views

2 Answers

ManOx · Answer 1 · 2021-12-06T04:55:46+0000

Answer:

The values of x is 6.5 and 17.5

Explanation:

In order to find the zeros of function, you have to make function g(x) equals to 0 :

Let g(x) = 0,

${(x - 12)}^(2) - 30.25 = 0$

${(x - 12)}^(2) = 30.25$

x - 12 = ± √(30.25)

x - 12 = 5.5

x = 17.5

x - 12 = - 5.5

x = 6.5