Solve (48+57+50+54+64+61+43+59)div8=

$$(48+57+50+54+64+61+43+59) \div 8=$$

Evaluate

$$\frac{109}{2}=54.5$$

Solution Steps

Add 48 and 57 to get 105.

$$\frac{105+50+54+64+61+43+59}{8}$$

Add 105 and 50 to get 155.

$$\frac{155+54+64+61+43+59}{8}$$

Add 155 and 54 to get 209.

$$\frac{209+64+61+43+59}{8}$$

Add 209 and 64 to get 273.

$$\frac{273+61+43+59}{8}$$

Add 273 and 61 to get 334.

$$\frac{334+43+59}{8}$$

Add 334 and 43 to get 377.

$$\frac{377+59}{8}$$

Add 377 and 59 to get 436.

$$\frac{436}{8}$$

Reduce the fraction \frac{436}{8} to lowest terms by extracting and canceling out 4.

$$\frac{109}{2}$$

Factor

$$\frac{109}{2} = 54\frac{1}{2} = 54.5$$