1.4 – The Distributive Property. a(b+c)=ab+ac and (b+c)a=ba+ca

1.4 – The Distributive Property

a(b+c)=ab+ac and (b+c)a=ba+ca

Example 4

Simplify 2(5m+n)+3(2m–4n).

Example 4

Simplify 2(5m+n)+3(2m–4n). 2 (5m+n) + 3 (2m–4n)

Example 4

Simplify 2(5m+n)+3(2m–4n). 2 (5m+n) + 3 (2m–4n)

Example 4

Simplify 2(5m+n)+3(2m–4n). 2 (5m+n) + 3 (2m–4n) 2(5m)

Example 4

Simplify 2(5m+n)+3(2m–4n). 2 (5m+n) + 3 (2m–4n) 2(5m)+

Example 4

Simplify 2(5m+n)+3(2m–4n). 2 (5m+n) + 3 (2m–4n) 2(5m)+

Example 4

Simplify 2(5m+n)+3(2m–4n). 2 (5m+n) + 3 (2m–4n) 2(5m)+2(n)

Example 4

Simplify 2(5m+n)+3(2m–4n). 2 (5m+n) + 3 (2m–4n) 2(5m)+2(n)+

Example 4

Simplify 2(5m+n)+3(2m–4n). 2 (5m+n) + 3 (2m–4n) 2(5m)+2(n)+

Example 4

Simplify 2(5m+n)+3(2m–4n). 2 (5m+n) + 3 (2m–4n) 2(5m)+2(n)+3(2m)

Example 4

Simplify 2(5m+n)+3(2m–4n). 2 (5m+n) + 3 (2m–4n) 2(5m)+2(n)+3(2m)-

Example 4

Simplify 2(5m+n)+3(2m–4n). 2 (5m+n) + 3 (2m–4n) 2(5m)+2(n)+3(2m)-

Example 4

Simplify 2(5m+n)+3(2m–4n). 2 (5m+n) + 3 (2m–4n) 2(5m)+2(n)+3(2m)-3(4n)

Example 4

10m + 2n

Example 4

10m + 2n +

Example 4

10m + 2n + 6m

Example 4

10m + 2n + 6m –

Example 4

10m + 2n + 6m – 12n

Example 4

10m + 2n + 6m – 12n

Example 4

10m + 2n + 6m – 12n

Example 4

10m + 2n + 6m – 12n 10m + 6m + 2n – 12n

Example 4

10m + 2n + 6m – 12n 10m + 6m + 2n – 12n 16m

Example 4

10m + 2n + 6m – 12n 10m + 6m + 2n – 12n 16m – 10n

1.4 – The Distributive Property. a(b+c)=ab+ac and (b+c)a=ba+ca

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