Resolver 50*0.44*20+10*0.2*50+5*0.08*50+0.12*100*50+50*50*0.16

$$50 \times 0.44 \times 20+10 \times 0.2 \times 50+5 \times 0.08 \times 50+0.12 \times 100 \times 50+50 \times 50 \times 0.16$$

Calcular

$$1560$$

Pasos da solución

Multiplica 50 e 0.44 para obter 22.

$$22\times 20+10\times 0.2\times 50+5\times 0.08\times 50+0.12\times 100\times 50+50\times 50\times 0.16$$

Multiplica 22 e 20 para obter 440.

$$440+10\times 0.2\times 50+5\times 0.08\times 50+0.12\times 100\times 50+50\times 50\times 0.16$$

Multiplica 10 e 0.2 para obter 2.

$$440+2\times 50+5\times 0.08\times 50+0.12\times 100\times 50+50\times 50\times 0.16$$

Multiplica 2 e 50 para obter 100.

$$440+100+5\times 0.08\times 50+0.12\times 100\times 50+50\times 50\times 0.16$$

Suma 440 e 100 para obter 540.

$$540+5\times 0.08\times 50+0.12\times 100\times 50+50\times 50\times 0.16$$

Multiplica 5 e 0.08 para obter 0.4.

$$540+0.4\times 50+0.12\times 100\times 50+50\times 50\times 0.16$$

Multiplica 0.4 e 50 para obter 20.

$$540+20+0.12\times 100\times 50+50\times 50\times 0.16$$

Suma 540 e 20 para obter 560.

$$560+0.12\times 100\times 50+50\times 50\times 0.16$$

Multiplica 0.12 e 100 para obter 12.

$$560+12\times 50+50\times 50\times 0.16$$

Multiplica 12 e 50 para obter 600.

$$560+600+50\times 50\times 0.16$$

Suma 560 e 600 para obter 1160.

$$1160+50\times 50\times 0.16$$

Multiplica 50 e 50 para obter 2500.

$$1160+2500\times 0.16$$

Multiplica 2500 e 0.16 para obter 400.

$$1160+400$$

Suma 1160 e 400 para obter 1560.

$$1560$$

Factorizar

$$3\times 5\times 13\times 2^{3}$$