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Help ...Multiply (x^8+x^7)(x^8+x^7-x^6) would I just add the exponents in each? x^36???
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no because you have a sum
you actually have to do 6 multiplications, and each of those you would add the exponents
or is the answer this x^16+2x^15-x^13
What? where is the sum?
That is correct I think. Good job!
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\[(x^8+x^7)(x^8+x^7-x^6) \] \[x^8\times x^8+x^8\times x^7+x^8\times (-x^6)+x^7\times x^8+x^7\times x^7+x^7\times (-x^6)\]
what you wrote is correct!
Yay me! :) thanks guys!!!!
\[(x^7)(x+1)(x^6)(x^2+x-1)=x^{7+6}(x+1)(x^2+x-1) \] \[=x^{13}(x^3+x^2-x+x^2+x-1)=x^{13}(x^3+2x^2-1)=x^{16}+2x^{15}-x^{13}\]
gj!
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