Factorize: m^2+4m-21
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Answer:
Comaring m
2
−4m−21 with the identity x
2
+(a+b)x+ab we not that ab = - 21, and a + b = - 4. So, (-7) + 3 = 4 and (-7)(3) = -21
Hence, m
2
−4m−21=m
2
−7m+3m−21
=m(m−7)+3(m−7)
=(m−7)(m+3)
Therefore m
2
−4m−21=(m−7)(m+3)
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