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How do you factorize this?
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xyz+xy+yz+zx
Lets factor by grouping... what letter or letters can you take out from.. basically what is the same xyz +xy
xy(z+1)
Good ... yz +zx
z(y+x)
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xy(z+1) + z(y+x)
but I want it to converge to smt like this (1+x)(1+y)(1+z)
(xy+z)(z+1)(y+x)
Do you understand? I took what was on the outside and put them together... then just brought down the rest.
yep
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now?
how will it reduce to (1+x)(1+y)(1+z) ?
I don't even think that is legal to factor it more... is that an answer choice?
well the exact question is Let x, y, z be three non-negative integers such that x + y + z = 10. The maximum possible value of xyz + xy + yz + zx is
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