x=3y+6 then show that x^3-8y^3-36xy-216
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Answered by
0
Given:x=2y+6
So, x-2y-6=0 or x+(-2y)+(-6)=0
If a+b+c=0, then a^3+b^3+c^3=3abc
So, x^3+(-2y)^3+(-6)^3=3(x)(-2y)(-6)
Or, x^3-8y^3-216=36xy
Therefore, x^3-8y^3-36xy-216=0
Hence the answer is 0
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