If a/b + c/d = b/a + d/c , then find a³/b³ + c³/d³
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Answer:
a/b + c/d = b/a + d/c
or (ad+bc)/bd=(ad+bc)/ac
or 1/bd = 1/ac
or a/b = d/c .....(i)
Or b/a = c/d .....(ii)
Now a³/b³ + c³/d³
=(a/b)³+(c/d)³
putting the value of equations (i) and (ii) we get,
=(d/c)³+(b/a)³
=(b³/a³) + (d³/c³)
If my answer satisfies you then give me thanks.
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