Factorise the expression and divide themas directed:
(m? - 14m - 32) = (m + 2)
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Answer:
We have m
2
−14m−32=m
2
−16m+2m−32
=m(m−16)+2(m−16)
=(m−16)(m+2)
(m
2
−14m−32)÷m+2=(m−16)(m+2)÷(m+2)
=(m−16)
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