Solve 204*0.0137+206*0.2626+207*0.2082+208*0.5155

$$204 \cdot 0.0137+206 \cdot 0.2626+207 \cdot 0.2082+208 \cdot 0.5155$$

Evaluate

$$207.2118$$

Solution Steps

Multiply 204 and 0.0137 to get 2.7948.

$$2.7948+206\times 0.2626+207\times 0.2082+208\times 0.5155$$

Multiply 206 and 0.2626 to get 54.0956.

$$2.7948+54.0956+207\times 0.2082+208\times 0.5155$$

Add 2.7948 and 54.0956 to get 56.8904.

$$56.8904+207\times 0.2082+208\times 0.5155$$

Multiply 207 and 0.2082 to get 43.0974.

$$56.8904+43.0974+208\times 0.5155$$

Add 56.8904 and 43.0974 to get 99.9878.

$$99.9878+208\times 0.5155$$

Multiply 208 and 0.5155 to get 107.224.

$$99.9878+107.224$$

Add 99.9878 and 107.224 to get 207.2118.

$$207.2118$$

Factor

$$\frac{3 \cdot 241 \cdot 1433}{2 ^ {3} \cdot 5 ^ {4}} = 207\frac{1059}{5000} = 207.2118$$