Question
polynomials
x-2/x^6+1
x-2/x^6+1
Answers
GPT 3.5
The given expression can be simplified as follows:
x - 2/x^6 + 1
To simplify, we need to find a common denominator for the terms x and 1. The common denominator would be x^6. So we multiply x by x^5/x^5 to get x^6/x^6:
= (x^6/x^6) - 2/x^6 + (x^6/x^6)
= (x^6 - 2 + x^6) / x^6
= (2x^6 - 2) / x^6
Therefore, the simplified form of the expression is:
(2x^6 - 2) / x^6
x - 2/x^6 + 1
To simplify, we need to find a common denominator for the terms x and 1. The common denominator would be x^6. So we multiply x by x^5/x^5 to get x^6/x^6:
= (x^6/x^6) - 2/x^6 + (x^6/x^6)
= (x^6 - 2 + x^6) / x^6
= (2x^6 - 2) / x^6
Therefore, the simplified form of the expression is:
(2x^6 - 2) / x^6