Find the value of x3-8y3-36xy-216 when x= 2y+6
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Putting value x=2y+6
(2y+6)whole cube-8y3-36y(2y+6)
8y3+216+72y2+216y-8y3-72y2-216-216y
0 (after cancelling)
(2y+6)whole cube-8y3-36y(2y+6)
8y3+216+72y2+216y-8y3-72y2-216-216y
0 (after cancelling)
Answered by
1
Answer:
so given
x = 2y+6
⇒ x - 2y = 6 ...... (i)
cubing both sides
⇒ x³ - 8y³ - 6xy(x - 2y) = 216
⇒ x³ - 8y³ - 6xy(6) = 216 {since , x - 2y = 6 from i}
⇒x³ - 8y³ - 36xy - 216 = 0
so the value of x³ - 8y³ - 36xy - 216 = 0 ANSWER
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