Answer:

Do the grouping 3ac+2bc+3ad+2bd=(3ac+2bc)+(3ad+2bd), and factor out c in the first and d in the second group.

c(3a+2b)+d(3a+2b)

Factor out common term 3a+2b by using distributive property.

(3a+2b)(c+d)

Step-by-step explanation:

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