Math, asked by MRxAloneBoy, 13 hours ago

Transform the equation 12 x2 -10 x y +2 y2 +11x-5 y +2 = 0, so as to have only second degree terms, by shifting the origin to suitable point.​

Answers

Answered by XxitzMichAditixX
3

Answer:

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Step-by-step explanation:

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Answered by Itzxblackloverxx
2

Answer:

let x' =x-h and y'=y-k, 12(x-h)2+ 2(y-k)2 -10(x-h)(y-k)+11(x-h) -5(y-k)+2

equating the coefficients of x and of y separately to zero we get

-24h+10k+11=0

-4k+10h-5=0

solving the above two simultaneous equations in h and k we get h=3/2 and k=5/2

Step-by-step explanation:

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