#1
can someone help e out with this math problem

i have to complete the square of this function


n^2=3n+18

im just not understanding the whole complete the square thing of someone could help me out i would appreciate it so much
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#2
n=6
"On this life that we call home
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#3
n^2 - 3n - 18
(n-6)(n+3)=0
n=6, -3

I believe.
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#4
He said complete the square, guys! That means vertex form, I'm assuming.

You just want to add 0.

n^2-3n-18=0
n^2-3n+(3/2)^2 - (3/2)^2 -18 = 0
Factor
(n-3/2)^2 - 9/4 - 18 = 0
(n-3/2)^2 - 81/4 = 0

And so your vertex is at (3/2,81/4).
#5
Quote by felenoral
He said complete the square, guys! That means vertex form, I'm assuming.

You just want to add 0.

n^2-3n-18=0
n^2-3n+(3/2)^2 - (3/2)^2 -18 = 0
Factor
(n-3/2)^2 - 9/4 - 18 = 0
(n-3/2)^2 - 81/4 = 0

And so your vertex is at (3/2,81/4).



oh ok i see what im doing wrong now much thanks guys
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#6
n^2=3n+18
n^2 - 3n - 18 = 0
(n-1.5)^2 -22.25 = 0

i think, unless my beer has robbed me of my maths skills

Basically, you get it into the for of the second line, then take the 3 (or whatever number is there), half that and put it in the bracket, and square it. that bracket gives you n^2 - 3n + 2.25. to get this equal to what you originall yhad you have to take away 22.25, hence the final answer
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#7
I hate completing the square, it make no sense, I just ended up knowing how to do it, but not understanding why
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#8
Man, I completely forgot what completing the square meant. =(
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#9
This is a FORBIDDEN THREAD.

go to the sticky at the top of The Pit to see where you should have posted this.


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