If x plus one upon x is equal to 3 find the value of x cube + 1 upon x cube
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Answer:
x3+1/x3=3
Step-by-step explanation:
x+1/x=3
Cubing both the side
(x+1/x)^3=3^3
x3+1/x3+3.x.1/x+(x+1/x)=9
x3+1/x3+3+3=9
x3+1/x3=9-6
x3+1/x3=3
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