If 7a - 5b = 6 and ab = 9, then find the value of 343a3-125b3
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Answer:
7a-5b=6
ab=9
both side cube
(7a-5b)³=6³
(7a)³+(5b)³-3×7a×5b=216
343a³ + 125b³-105ab=216
343a³+125b³-105×9=216 (given ab=9)
343a³+125b³-945=216
343a³+125b³=216+945
343a³+125b³=1161
hope its helps you.
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