find the value of x³ - 8y³ - 36xy - 216 when X = 2y + 6
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6
Answer:
step by step
- value of x=2y+6 (given)
- putting value
- (2y +6)^3 - 8(2y + 6)^3 - 36(2y - 6)y - 216
- (8y + 21) -(64y + 168) - (72y -216)y - 216
- 8y + 21 - 64y+168 -216-(72y -216)y
- 8y-64y+21+168-216-(72y-216)y
- 56y-27-(72y-216)y
- 56y-27-72y^2-216y
- -160y-72y^2-27 ......... answer
Answered by
2
Answer:
Step-by-step explanation:
value of x=2y+6 (given)
putting value
(2y +6)^3 - 8(2y + 6)^3 - 36(2y - 6)y - 216
(8y + 21) -(64y + 168) - (72y -216)y - 216
8y + 21 - 64y+168 -216-(72y -216)y
8y-64y+21+168-216-(72y-216)y
56y-27-(72y-216)y
56y-27-72y^2-216y
-160y-72y^2-27
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