Find the value of the sum
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Step-by-step explanation:
given x2+1/x2=18
x2+1/x2=16+2
x2+1/x2-2=16
(x -1/x)^2=16
(x-1/x)=4–––– (1)
we know that a^3 -b^3=(a-b) ( a^2+ab+b^2)
x^3-1/x^3= (x-1/x)(x2+x*1/x+1/x2)
= (x-1x) (x2+1+1/x2)
=4*(18+1) form (1)
= 4*19
= 76
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0
Answer:
1/18
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