Resolver 2.23*0.66+(1.38+1.75)*2.23+(1.48+2.75)*2.23=

$$2.23 \times 0.66+(1.38+1.75) \times 2.23+(1.48+2.75) \times 2.23=$$

Calcular

$$17.8846$$

Pasos da solución

Multiplica 2.23 e 0.66 para obter 1.4718.

$$1.4718+\left(1.38+1.75\right)\times 2.23+\left(1.48+2.75\right)\times 2.23$$

Suma 1.38 e 1.75 para obter 3.13.

$$1.4718+3.13\times 2.23+\left(1.48+2.75\right)\times 2.23$$

Multiplica 3.13 e 2.23 para obter 6.9799.

$$1.4718+6.9799+\left(1.48+2.75\right)\times 2.23$$

Suma 1.4718 e 6.9799 para obter 8.4517.

$$8.4517+\left(1.48+2.75\right)\times 2.23$$

Suma 1.48 e 2.75 para obter 4.23.

$$8.4517+4.23\times 2.23$$

Multiplica 4.23 e 2.23 para obter 9.4329.

$$8.4517+9.4329$$

Suma 8.4517 e 9.4329 para obter 17.8846.

$$17.8846$$

Factorizar

$$\frac{223 \cdot 401}{2 ^ {3} \cdot 5 ^ {4}} = 17\frac{4423}{5000} = 17.8846$$