Answer:
40x2+133x+2248
Step-by-step explanation:
20(2x2+82+7x)−(7x+4−612)
Distribute the Negative Sign:
=20(2x2+82+7x)+−1(7x+4−612)
=20(2x2+82+7x)+−1(7x)+(−1)(4)+(−1)(−612)
=20(2x2+82+7x)+−7x+−4+612
Distribute:
=(20)(2x2)+(20)(82)+(20)(7x)+−7x+−4+612
=40x2+1640+140x+−7x+−4+612
Combine Like Terms:
=40x2+1640+140x+−7x+−4+612
=(40x2)+(140x+−7x)+(1640+−4+612)
=40x2+133x+2248
