Resolver (35*10^14+45*10^11+63*10^13)*2^2

$$( 35 \times 10 ^ { 14 } + 45 \times 10 ^ { 11 } + 63 \times 10 ^ { 13 } ) \times 2 ^ { 2 }$$

Calcular

$$16538000000000000$$

Pasos da solución

Calcula 10 á potencia de 14 e obtén 100000000000000.

$$\left(35\times 100000000000000+45\times 10^{11}+63\times 10^{13}\right)\times 2^{2}$$

Multiplica 35 e 100000000000000 para obter 3500000000000000.

$$\left(3500000000000000+45\times 10^{11}+63\times 10^{13}\right)\times 2^{2}$$

Calcula 10 á potencia de 11 e obtén 100000000000.

$$\left(3500000000000000+45\times 100000000000+63\times 10^{13}\right)\times 2^{2}$$

Multiplica 45 e 100000000000 para obter 4500000000000.

$$\left(3500000000000000+4500000000000+63\times 10^{13}\right)\times 2^{2}$$

Suma 3500000000000000 e 4500000000000 para obter 3504500000000000.

$$\left(3504500000000000+63\times 10^{13}\right)\times 2^{2}$$

Calcula 10 á potencia de 13 e obtén 10000000000000.

$$\left(3504500000000000+63\times 10000000000000\right)\times 2^{2}$$

Multiplica 63 e 10000000000000 para obter 630000000000000.

$$\left(3504500000000000+630000000000000\right)\times 2^{2}$$

Suma 3504500000000000 e 630000000000000 para obter 4134500000000000.

$$4134500000000000\times 2^{2}$$

Calcula 2 á potencia de 2 e obtén 4.

$$4134500000000000\times 4$$

Multiplica 4134500000000000 e 4 para obter 16538000000000000.

$$16538000000000000$$

Factorizar

$$2^{13}\times 5^{12}\times 8269$$