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Factor the expression 4m^2n^3-20mn^4
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there are 2 terms in the given expression, see what we can pull out as common from the both terms
\(4m^2n^3-20mn^4 \)
is '4' common in both terms ?
yes
great, lets pull that out first
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\(4m^2n^3-20mn^4 \) \(4 ( ? ) \)
5
\(4m^2n^3-20mn^4 \) \(4(m^2n^3-5mn^4) \)
right ?
also, m is there in both terms, so we can pull that out as common as well
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\(4(m^2n^3-5mn^4) \) \(4m(mn^3-5n^4) \)
\(n^3 \) is also common in both the terms, right ? pull that also out and see what u get
4m^2-5m 4m(m-5)
?
il show u
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ok
\(4m(mn^3-5n^4) \) take \(n^3\) common, \(4mn^3(m-5n ) \)
ok, thank u
yw
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