Resolver {l}{5*69*20}{125*8*5}{4*11*25}{125*8*17}{2*17*50}

$$\left. \begin{array} { l } { 5 \cdot 69 \cdot 20 } \\ { 125 \cdot 8 \cdot 5 } \\ { 4 \cdot 11 \cdot 25 } \\ { 125 \cdot 8 \cdot 17 } \\ { 2 \cdot 17 \cdot 50 } \end{array} \right.$$

Ordenar

$$1100,1700,5000,6900,17000$$

Pasos da solución

Multiplica 5 e 69 para obter 345.

$$sort(345\times 20,125\times 8\times 5,4\times 11\times 25,125\times 8\times 17,2\times 17\times 50)$$

Multiplica 345 e 20 para obter 6900.

$$sort(6900,125\times 8\times 5,4\times 11\times 25,125\times 8\times 17,2\times 17\times 50)$$

Multiplica 125 e 8 para obter 1000.

$$sort(6900,1000\times 5,4\times 11\times 25,125\times 8\times 17,2\times 17\times 50)$$

Multiplica 1000 e 5 para obter 5000.

$$sort(6900,5000,4\times 11\times 25,125\times 8\times 17,2\times 17\times 50)$$

Multiplica 4 e 11 para obter 44.

$$sort(6900,5000,44\times 25,125\times 8\times 17,2\times 17\times 50)$$

Multiplica 44 e 25 para obter 1100.

$$sort(6900,5000,1100,125\times 8\times 17,2\times 17\times 50)$$

Multiplica 125 e 8 para obter 1000.

$$sort(6900,5000,1100,1000\times 17,2\times 17\times 50)$$

Multiplica 1000 e 17 para obter 17000.

$$sort(6900,5000,1100,17000,2\times 17\times 50)$$

Multiplica 2 e 17 para obter 34.

$$sort(6900,5000,1100,17000,34\times 50)$$

Multiplica 34 e 50 para obter 1700.

$$sort(6900,5000,1100,17000,1700)$$

Para ordenar a lista, empeza por un único elemento 6900.

$$6900$$

Insire 5000 na localización axeitada na nova lista.

$$5000,6900$$

Insire 1100 na localización axeitada na nova lista.

$$1100,5000,6900$$

Insire 17000 na localización axeitada na nova lista.

$$1100,5000,6900,17000$$

Insire 1700 na localización axeitada na nova lista.

$$1100,1700,5000,6900,17000$$

Calcular

$$6900,\ 5000,\ 1100,\ 17000,\ 1700$$