f(x) = x + 1/x , show that {f(x)}³ = f(x³) + 3f(1/x)
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Here is ur answer....in this picture
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Step-by-step explanation:
f(x) = x+1/x
=> {f(x)}³ = (x+1/x)³............(1)
=> f(x³) = x³+1/x³...............(2)
=> 3f(1\x) = 3(1/x+x)..........(3)
(2)+(3)
=> x³+1/x³+3x+3/x
= (x+1/x)³
= {f(x)}³
proved
hope this helps you
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