Solve [56*(60+40)]+[72*(57+25)]+[48*(63+40*23)]

$$[ 56 \times ( 60 + 40 ) ] + [ 72 \times ( 57 + 25 ) ] + [ 48 \times ( 63 + 40 \times 23 ) ]$$

Evaluate

$$58688$$

Solution Steps

Add 60 and 40 to get 100.

$$56\times 100+72\left(57+25\right)+48\left(63+40\times 23\right)$$

Multiply 56 and 100 to get 5600.

$$5600+72\left(57+25\right)+48\left(63+40\times 23\right)$$

Add 57 and 25 to get 82.

$$5600+72\times 82+48\left(63+40\times 23\right)$$

Multiply 72 and 82 to get 5904.

$$5600+5904+48\left(63+40\times 23\right)$$

Add 5600 and 5904 to get 11504.

$$11504+48\left(63+40\times 23\right)$$

Multiply 40 and 23 to get 920.

$$11504+48\left(63+920\right)$$

Add 63 and 920 to get 983.

$$11504+48\times 983$$

Multiply 48 and 983 to get 47184.

$$11504+47184$$

Add 11504 and 47184 to get 58688.

$$58688$$

Factor

$$2^{6}\times 7\times 131$$