If 3p-4q=5 and pq=3 , then the value of 27p³−64q³ is
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Step-by-step explanation:
3p-4q=5
(3p-4q)²=5²
9p²+16q²-24pq=25
9p²+16q²-24×3=25
9p²+16q²-72=25
9p²+16q²-72=259p²+16q²= 97
27p³-64q³
3p³-4q³
(3p-4q){(3q)²+(4q)²+3p×4q}
(3p-4q)(9q²+16q²+12pq).
(5)(97+12×3)
5(97+36)
5(133)
665
...........666.......
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