Resolver (3+4.3)*(((7.1+6.6)-(1.2-.8+4.6)+10-(2.9+4.3)))=

$$(3+4.3) \times (((7.1+6.6)-(1.2-.8+4.6)+10-(2.9+4.3)))=$$

Calcular

$$83.95$$

Pasos da solución

Suma 3 e 4.3 para obter 7.3.

$$7.3\left(7.1+6.6-\left(1.2-0.8+4.6\right)+10-\left(2.9+4.3\right)\right)$$

Suma 7.1 e 6.6 para obter 13.7.

$$7.3\left(13.7-\left(1.2-0.8+4.6\right)+10-\left(2.9+4.3\right)\right)$$

Resta 0.8 de 1.2 para obter 0.4.

$$7.3\left(13.7-\left(0.4+4.6\right)+10-\left(2.9+4.3\right)\right)$$

Suma 0.4 e 4.6 para obter 5.

$$7.3\left(13.7-5+10-\left(2.9+4.3\right)\right)$$

Resta 5 de 13.7 para obter 8.7.

$$7.3\left(8.7+10-\left(2.9+4.3\right)\right)$$

Suma 8.7 e 10 para obter 18.7.

$$7.3\left(18.7-\left(2.9+4.3\right)\right)$$

Suma 2.9 e 4.3 para obter 7.2.

$$7.3\left(18.7-7.2\right)$$

Resta 7.2 de 18.7 para obter 11.5.

$$7.3\times 11.5$$

Multiplica 7.3 e 11.5 para obter 83.95.

$$83.95$$

Factorizar

$$\frac{23 \cdot 73}{5 \cdot 2 ^ {2}} = 83\frac{19}{20} = 83.95$$