Resolver (570*409-43516:86*275):4-(73720:76+1668)*7

$$( 570 \cdot 409 - 43516 : 86 \cdot 275 ) : 4 - ( 73720 : 76 + 1668 ) \cdot 7$$

Calcular

$$5029$$

Pasos da solución

Multiplica 570 e 409 para obter 233130.

$$\frac{233130-\frac{43516}{86}\times 275}{4}-\left(\frac{73720}{76}+1668\right)\times 7$$

Divide 43516 entre 86 para obter 506.

$$\frac{233130-506\times 275}{4}-\left(\frac{73720}{76}+1668\right)\times 7$$

Multiplica 506 e 275 para obter 139150.

$$\frac{233130-139150}{4}-\left(\frac{73720}{76}+1668\right)\times 7$$

Resta 139150 de 233130 para obter 93980.

$$\frac{93980}{4}-\left(\frac{73720}{76}+1668\right)\times 7$$

Divide 93980 entre 4 para obter 23495.

$$23495-\left(\frac{73720}{76}+1668\right)\times 7$$

Divide 73720 entre 76 para obter 970.

$$23495-\left(970+1668\right)\times 7$$

Suma 970 e 1668 para obter 2638.

$$23495-2638\times 7$$

Multiplica 2638 e 7 para obter 18466.

$$23495-18466$$

Resta 18466 de 23495 para obter 5029.

$$5029$$

Factorizar

$$47\times 107$$