Solve {l}{2,5*1,5}{1+2,5*1,5}{7*+0,52*0,98*15*4500}

$$\left. \begin{array} { l } { 2,5 \times 1,5 } \\ { 1 + 2,5 \times 1,5 } \\ { 7 \cdot + 0,52 \times 0,98 \times 15 \times 4500 } \end{array} \right.$$

Sort

$$3,75,\ 4,75,\ 240786$$

Solution Steps

Multiply 2,5 and 1,5 to get 3,75.

$$sort(3,75;1+2,5\times 1,5;7\times 0,52\times 0,98\times 15\times 4500)$$

Multiply 2,5 and 1,5 to get 3,75.

$$sort(3,75;1+3,75;7\times 0,52\times 0,98\times 15\times 4500)$$

Add 1 and 3,75 to get 4,75.

$$sort(3,75;4,75;7\times 0,52\times 0,98\times 15\times 4500)$$

Multiply 7 and 0,52 to get 3,64.

$$sort(3,75;4,75;3,64\times 0,98\times 15\times 4500)$$

Multiply 3,64 and 0,98 to get 3,5672.

$$sort(3,75;4,75;3,5672\times 15\times 4500)$$

Multiply 3,5672 and 15 to get 53,508.

$$sort(3,75;4,75;53,508\times 4500)$$

Multiply 53,508 and 4500 to get 240786.

$$sort(3,75;4,75;240786)$$

The list values are already in order.

$$3,75;4,75;240786$$

Evaluate

$$3,75,\ 4,75,\ 240786$$