Solve (0.4085*502+0.3519402*251+0.1252*837+0.0608*419)*300

$$(0.4085 \times 502+0.3519402 \times 251+0.1252 \times 837+0.0608 \times 419) \times 300$$

Evaluate

$$127101.47706$$

Solution Steps

Multiply 0.4085 and 502 to get 205.067.

$$\left(205.067+0.3519402\times 251+0.1252\times 837+0.0608\times 419\right)\times 300$$

Multiply 0.3519402 and 251 to get 88.3369902.

$$\left(205.067+88.3369902+0.1252\times 837+0.0608\times 419\right)\times 300$$

Add 205.067 and 88.3369902 to get 293.4039902.

$$\left(293.4039902+0.1252\times 837+0.0608\times 419\right)\times 300$$

Multiply 0.1252 and 837 to get 104.7924.

$$\left(293.4039902+104.7924+0.0608\times 419\right)\times 300$$

Add 293.4039902 and 104.7924 to get 398.1963902.

$$\left(398.1963902+0.0608\times 419\right)\times 300$$

Multiply 0.0608 and 419 to get 25.4752.

$$\left(398.1963902+25.4752\right)\times 300$$

Add 398.1963902 and 25.4752 to get 423.6715902.

$$423.6715902\times 300$$

Multiply 423.6715902 and 300 to get 127101.47706.

$$127101.47706$$

Factor

$$\frac{3911 \cdot 180547 \cdot 3 ^ {2}}{2 ^ {4} \cdot 5 ^ {5}} = 127101\frac{23853}{50000} = 127101.47706$$