Solve -0.01738^2+1.09*38+5.6-0.017*1444+41.42+56

$$-0.017 { 38 }^{ 2 } +1.09 \cdot 38+5.6-0.017 \cdot 1444+41.42+56$$

Evaluate

$$95.344$$

Solution Steps

Calculate 38 to the power of 2 and get 1444.

$$-0.017\times 1444+1.09\times 38+5.6-0.017\times 1444+41.42+56$$

Multiply -0.017 and 1444 to get -24.548.

$$-24.548+1.09\times 38+5.6-0.017\times 1444+41.42+56$$

Multiply 1.09 and 38 to get 41.42.

$$-24.548+41.42+5.6-0.017\times 1444+41.42+56$$

Add -24.548 and 41.42 to get 16.872.

$$16.872+5.6-0.017\times 1444+41.42+56$$

Add 16.872 and 5.6 to get 22.472.

$$22.472-0.017\times 1444+41.42+56$$

Multiply 0.017 and 1444 to get 24.548.

$$22.472-24.548+41.42+56$$

Subtract 24.548 from 22.472 to get -2.076.

$$-2.076+41.42+56$$

Add -2.076 and 41.42 to get 39.344.

$$39.344+56$$

Add 39.344 and 56 to get 95.344.

$$95.344$$

Factor

$$\frac{2 \cdot 59 \cdot 101}{5 ^ {3}} = 95\frac{43}{125} = 95.344$$