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Rewrite the expression 6j^2 - 6j - 12 in the form c(j + p)^2 + q, where c, p, and q are constants. What is q/p?

 Feb 2, 2022
 #1
avatar+2668 
0

The equation can be written as 6(j2j2)

 

We can divide the equation by 6 to get j2j2

 

This is: j2j2=0

 

Add 2 to both sides: j2j=2

 

Rewrite: (j0.5)2=2+0.25

 

So: 6(j0.5)2=6j26j+1.5

 

We need to subtract 13 to get the equation, so we have: 6(j0.5)213

 

Thus, the answer is 130.5=26

 Feb 3, 2022
edited by BuilderBoi  Feb 3, 2022
 #2
avatar+66 
+3

Nevermind wrong thing!!!

 

⚡⚡⚡

ShockFish

 Feb 3, 2022
edited by ShockFish  Feb 3, 2022

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