Solve {l}{25344*20004}{125305*7002}{300005*275}{30005*335}{780*30078}

$$\left. \begin{array} { l } { 25344 \cdot 20004 } \\ { 125305 \cdot 7002 } \\ { 300005 \cdot 275 } \\ { 30005 \cdot 335 } \\ { 780 \cdot 30078 } \end{array} \right.$$

Sort

$$10051675,23460840,82501375,506981376,877385610$$

Solution Steps

Multiply 25344 and 20004 to get 506981376.

$$sort(506981376,125305\times 7002,300005\times 275,30005\times 335,780\times 30078)$$

Multiply 125305 and 7002 to get 877385610.

$$sort(506981376,877385610,300005\times 275,30005\times 335,780\times 30078)$$

Multiply 300005 and 275 to get 82501375.

$$sort(506981376,877385610,82501375,30005\times 335,780\times 30078)$$

Multiply 30005 and 335 to get 10051675.

$$sort(506981376,877385610,82501375,10051675,780\times 30078)$$

Multiply 780 and 30078 to get 23460840.

$$sort(506981376,877385610,82501375,10051675,23460840)$$

To sort the list, start from a single element 506981376.

$$506981376$$

Insert 877385610 to the appropriate location in the new list.

$$506981376,877385610$$

Insert 82501375 to the appropriate location in the new list.

$$82501375,506981376,877385610$$

Insert 10051675 to the appropriate location in the new list.

$$10051675,82501375,506981376,877385610$$

Insert 23460840 to the appropriate location in the new list.

$$10051675,23460840,82501375,506981376,877385610$$

Evaluate

$$506981376,\ 877385610,\ 82501375,\ 10051675,\ 23460840$$