having trouble writing functions in a((x-h)^2)+k Write the quadratic function in the form, and give the vertex of its graph. g(x)= (2x^2)-12x+15
2((x^2)-6x)+15
2((x^2)-6x+((-6/2)^2))+15
2((x^2)-6x+9)+15+18
i get stuck when completing the square (b/2)^2 and adding to the right side
I assume you know what a "perfect square trinomial" is?
ax^2+bx+c
well... that would be a quadratic equation in standard form only
\[2(x^2-6x+___)+15\] \[2(x^2-6x+9)+15-18\]
so should be \[2(x-3)^2-3\]
:0)
ok thanks team
@jdoe0001 thanks for the video
yw
you had everything right but had to subtract the 18 not add :)
@ninab731 how do you get -18 in your first response
well more so why is it negative when i have 2*9
if i add inside the parenthesis i subtract? and when i subtract inside the parenthesis i add to the right?
take 1/2 of the coefficient of x and square it. multiply by the outside factor 2, then add and subtract 2(-6/2)^2 =18 so u subtract the 18 yes!!
SWEET! i got it thanks
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