Resolver 40*[(15+20)*5+15*20)+5*28*360]

$$40 \times [ ( 15 + 20 ) \times 5 + 15 \times 20 ) + 5 \times 28 \times 360 ]$$

Calcular

$$69400$$

Pasos da solución

Suma 15 e 20 para obter 35.

$$40\left(35\times 5+15\times 20\right)+5\times 28\times 360$$

Multiplica 35 e 5 para obter 175.

$$40\left(175+15\times 20\right)+5\times 28\times 360$$

Multiplica 15 e 20 para obter 300.

$$40\left(175+300\right)+5\times 28\times 360$$

Suma 175 e 300 para obter 475.

$$40\times 475+5\times 28\times 360$$

Multiplica 40 e 475 para obter 19000.

$$19000+5\times 28\times 360$$

Multiplica 5 e 28 para obter 140.

$$19000+140\times 360$$

Multiplica 140 e 360 para obter 50400.

$$19000+50400$$

Suma 19000 e 50400 para obter 69400.

$$69400$$

Factorizar

$$2^{3}\times 5^{2}\times 347$$