Resolver 32*80+((66-225)*(65*07-32)+225*(65*075-32))=

$$32 \times 80+((66-225) \times (65 \times 07-32)+225 \times (65 \times 075-32))=$$

Calcular

$$448$$

Pasos da solución

Multiplica 32 e 80 para obter 2560.

$$2560+\left(66-225\right)\left(65\times 0\times 7-32\right)+225\left(65\times 0\times 75-32\right)$$

Resta 225 de 66 para obter -159.

$$2560-159\left(65\times 0\times 7-32\right)+225\left(65\times 0\times 75-32\right)$$

Multiplica 65 e 0 para obter 0.

$$2560-159\left(0\times 7-32\right)+225\left(65\times 0\times 75-32\right)$$

Multiplica 0 e 7 para obter 0.

$$2560-159\left(-32\right)+225\left(65\times 0\times 75-32\right)$$

Multiplica -159 e -32 para obter 5088.

$$2560+5088+225\left(65\times 0\times 75-32\right)$$

Suma 2560 e 5088 para obter 7648.

$$7648+225\left(65\times 0\times 75-32\right)$$

Multiplica 65 e 0 para obter 0.

$$7648+225\left(0\times 75-32\right)$$

Multiplica 0 e 75 para obter 0.

$$7648+225\left(0-32\right)$$

Resta 32 de 0 para obter -32.

$$7648+225\left(-32\right)$$

Multiplica 225 e -32 para obter -7200.

$$7648-7200$$

Resta 7200 de 7648 para obter 448.

$$448$$

Factorizar

$$2^{6}\times 7$$