Solve (36+42+35+33+38+32+39+40+34+41)div10

$$(36+42+35+33+38+32+39+40+34+41) \div 10$$

Evaluate

$$37$$

Solution Steps

Add 36 and 42 to get 78.

$$\frac{78+35+33+38+32+39+40+34+41}{10}$$

Add 78 and 35 to get 113.

$$\frac{113+33+38+32+39+40+34+41}{10}$$

Add 113 and 33 to get 146.

$$\frac{146+38+32+39+40+34+41}{10}$$

Add 146 and 38 to get 184.

$$\frac{184+32+39+40+34+41}{10}$$

Add 184 and 32 to get 216.

$$\frac{216+39+40+34+41}{10}$$

Add 216 and 39 to get 255.

$$\frac{255+40+34+41}{10}$$

Add 255 and 40 to get 295.

$$\frac{295+34+41}{10}$$

Add 295 and 34 to get 329.

$$\frac{329+41}{10}$$

Add 329 and 41 to get 370.

$$\frac{370}{10}$$

Divide 370 by 10 to get 37.

$$37$$

Factor

$$37$$