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Factor jm + jn + km + kn.
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is the answer (n+j)(k+m)
Let's find out (n+j)(k+m) n(k+m) + j(k+m) nk + nm + jk + jm So we have kn, but no km we have jm, but no jk So it's not correct
so it is (j+m)(n+k)
(j+m)(n+k) j(n+k) + m(n+k) jn + jk + mn + mk So we have an mn term here, but that's not in the original expression so that's wrong too
Hint: jm + jn + km + kn j(m + n) + k(m + n)
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so it is this (j + k)(m + n)
yep
okay can u help me again
sure
okay I post another one '
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