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how do i factor: x^5 + y^5
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similar to the sum of two cubes start with \((x+y)\times \text{something}\)
remember that an exponent times an exponent is the sum of the exponents
probably easiest to remember that \[a^5-b^5=(a-b)(a^4+a^3b+a^2b^2+ab^3+b^4)\]nice easy pattern, then replace \(a\) by \(x\) and \(b\) by \(-y\) be careful of your signs
@dumbcow if you were really lazy, you wouldn't have written "factor" because the wolf will do it anyway
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haha true but its not as clear..you you have to go down and find "alternate form"
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