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(b+3)-c(b+3) in factor form ??
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In factored form or simplified form because it already seems like it's expanded
simplified cause i think the answer is (-c) (b+3)
Consider your first term as \(1(b+3)\) and then look for a common factor in both terms.
so -c turns into 1
It should be (1-c)(b+3) I believe
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As eSpeX said, there is a 1 in front of the first (b+3). Therefore giving you 1(b+3) - c(b+3). Since both have (b+3), you can combine the outer numbers and multiply what has multiplicity as such: (1-c)(b+3)
thanks
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