if x+1/x=7, find the value of xcube + 1/x cube .
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Answer:
217
Step-by-step explanation:
x+1/x=7
x+1=7x
1=7x-x
6x=1
x=1/6
x^3=(1/6)^3
=1/216
x^3+1/x^3= (1/216 +1)/1/216
=(1+216)/216 / 1/216 [LCM is taken between 1/216 and 1]
=217/216 *216/1 [since it is division it becomes reciprocal and in turn we should multiply]
=217
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