if x=1/x-5 and x≠5 find x³+ (1/x³)
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Formula to be used : (a+b)
3
=a
3
+b
3
+3ab(a+b)
x+
x
1
=5
Cubing on both sides:
→(x+
x
1
)
3
=5
3
→x
3
+
x
3
1
+3⋅x⋅
x
1
⋅(x+
x
1
)=125
→x
3
+
x
3
1
+15=125
→x
3
+
x
3
1
=125−15=110
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