Worksheet for practicing expanding and factoring linear expressions using the distributive property.

Final Answer:
6(7 + 5) = 72
−3(−7n + 8) = 21n − 24
8(9u − 9v − 4) = 72u − 72v − 32
5(2.8a − 7.6) = 14a − 38
1.3(−8m + 2.2) = −10.4m + 2.86
2(7x − 4) = 14x − 8
4(2b + 3b − 5) = 20b − 20
−7(3c − 7t + 6) = −21c + 49t − 42
½(−6p + 8) = −3p + 4
−8(¼g + ⅓h − 7) = −2g − ⁸⁄₃h + 56
12f + 16 = 4(3f + 4)
22c − 4 = 2(11c − 2)
3y + 12z − 9 = 3(y + 4z − 3)
8a − 12b + 2 = 2(4a − 6b + 1)
36w − 24x + 30 = 6(6w − 4x + 5)
25p − 35 = 5(5p − 7)
14a + 63 = 7(2a + 9)
4r − 10t + 6 = 2(2r − 5t + 3)
40m − 100n − 70 = 10(4m − 10n − 7)
24c − 18d + 33 = 3(8c − 6d + 11)