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Factorize \(a^k - b^k\) by using synthetic division.
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\[P(a)=a^k - b^k\]\[P(b)=b^k - b^k=0\]so we can divide by \(a-b\)
man sorry i have internet difficulties here
I got that factor but am not sure the way to do synthetic division I did it this way: |dw:1346226220755:dw| So, \[(a^k - b^k ) = (a-b) (a^{k-1} + a^{k-2}b+ ... + b^{k-1})\]Does it make sense? PS: I'm not man :P
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