Question

What is the equation of the graph below?

Answer 1

do you have answer choices

Answer 2

ya hold on one sec

Answer 3

these are my note from 8th grade

Answer 4

id ont know if this will help cuz we only worked with them when the vertex was on the
(0, 0) an i am in 10th grade now and never did this off the vertex of 0, 0

Answer 5

Oh ok thanks for trying anyways. Your notes are somewhat helpful

Answer 6

ok nevermind idk sorry @perl

Answer 7

its ok

Answer 8

@iGreen @nincompoop @bibby @zepdrix @Hero @ganeshie8

Answer 9

@Hero @ganeshie8

Answer 10

@Data_LG2

Answer 11

@chosenmatt

Answer 12

vertex form of a quadratic equation is \(\sf y=a(x-h)^2+k\), where \(\sf (h,k)\) is the your vertex point (or the max/min point of the graph) , brb!

Answer 13

now i'm back...
so (h,k) is your minimum point from your graph, which is? (3, -2)
so you'll have \( \sf y=a(x-3)^2-2\), not to find the value of \(\sf a\), take any point from your graph and plug it to the equation and solve for \(\sf a\) (: