If x+1/x =1 then the value of x^6 + 1/(x^6) is?

1.	If x+1/x =1 then the value of x^6 + 1/(x^6) is?
Answer» By now we have values for both (X-1/x) and (x+1/x) as 6 and 6.32455 respectively. It can be NOTED that (x-1)/x = 6 can be written as 1-(1/x)=6. This solves (as PREVIOUSLY stated) to x = 1/5 (or 0.2). ((Mark as Brainliest PLZ))

Answer»

By now we have values for both (X-1/x) and (x+1/x) as 6 and 6.32455 respectively. It can be NOTED that (x-1)/x = 6 can be written as 1-(1/x)=6. This solves (as PREVIOUSLY stated) to x = 1/5 (or 0.2).

((Mark as Brainliest PLZ))

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If x+1/x =1 then the value of x^6 + 1/(x^6) is?​

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If x+1/x =1 then the value of x^6 + 1/(x^6) is?