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Write the polynomial as a product
3m–mk+3k–k2
giving 20 points need help

User Tallmaris
by
7.9k points

1 Answer

3 votes

Answer:

(3 -k)(m +k)

Explanation:

Group the terms in pairs, factor each pair, then pull out the common factor from that result.

(3m -mk) +(3k -k²)

= m(3 -k) +k(3 -k) . . . . . (3-k) is a factor common to both terms

= (3 -k)(m +k)

User David Kerr
by
9.0k points

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