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Mathematics: Post your doubts here!

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I tried that, I'm pretty sure I'm using b^2-4ac wrong.
This is the equation I'm getting when they're equated: y^2+2k-4y-13 = 0 ..

What's A , B and C... 4 terms. I forgot how to do these x_x

You need to take the equation in terms of X.
 
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I tried that, I'm pretty sure I'm using b^2-4ac wrong.
This is the equation I'm getting when they're equated: y^2+2k-4y-13 = 0 ..

What's A , B and C... 4 terms. I forgot how to do these x_x

in b2-4ac put these values from ur eq
(2k-4)^2-4(1)(-13)
 
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From your initial equation
(1)y^2-(4)y+(2k-13) = 0

a=1
b=4
c=2k-13

b^2-4ac=0
16-4(1)(2k-13)=0
16-8k+52=0
8k=68
k=8.5
 
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From your initial equation
(1)y^2-(4)y+(2k-13) = 0

a=1
b=4
c=2k-13

b^2-4ac=0
16-4(1)(2k-13)=0
16-8k+52=0
8k=68
k=8.5

So I didn't need it in terms of x :p
Now I get it, you switched the equation so the value for C wouldn't have a 'y' in it.
Thanks for the , how many times has it been now? 3rd? Haha (y)
 
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32 + 80u + 80u^2

u = x+x^2 ..

32+ 80(x+x^2) + 80(x+x^2)^2
32+80x+80x^2 + 80(x^2+2x^3+x^4)
32+80x+80x^2+80x^2+160x^3+80x^4
160x^2
160 coeffiecent.
 
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