Solve (2.977+3.155+3.920+3.412+4.236+2.593+3.270+3.813+4.042+3.387)div10

$$(2.977+3.155+3.920+3.412+4.236+2.593+3.270+3.813+4.042+3.387) \div 10$$

Evaluate

$$3.4805$$

Solution Steps

Add 2.977 and 3.155 to get 6.132.

$$\frac{6.132+3.92+3.412+4.236+2.593+3.27+3.813+4.042+3.387}{10}$$

Add 6.132 and 3.92 to get 10.052.

$$\frac{10.052+3.412+4.236+2.593+3.27+3.813+4.042+3.387}{10}$$

Add 10.052 and 3.412 to get 13.464.

$$\frac{13.464+4.236+2.593+3.27+3.813+4.042+3.387}{10}$$

Add 13.464 and 4.236 to get 17.7.

$$\frac{17.7+2.593+3.27+3.813+4.042+3.387}{10}$$

Add 17.7 and 2.593 to get 20.293.

$$\frac{20.293+3.27+3.813+4.042+3.387}{10}$$

Add 20.293 and 3.27 to get 23.563.

$$\frac{23.563+3.813+4.042+3.387}{10}$$

Add 23.563 and 3.813 to get 27.376.

$$\frac{27.376+4.042+3.387}{10}$$

Add 27.376 and 4.042 to get 31.418.

$$\frac{31.418+3.387}{10}$$

Add 31.418 and 3.387 to get 34.805.

$$\frac{34.805}{10}$$

Expand \frac{34.805}{10} by multiplying both numerator and the denominator by 1000.

$$\frac{34805}{10000}$$

Reduce the fraction \frac{34805}{10000} to lowest terms by extracting and canceling out 5.

$$\frac{6961}{2000}$$

Factor

$$\frac{6961}{2 ^ {4} \cdot 5 ^ {3}} = 3\frac{961}{2000} = 3.4805$$