Solve 57.8509sin(73)-68.944left(1+cos(73)right)+35

$$57.8509 \sin ( 73 ) -68.944 \left( 1+ \cos ( 73 ) \right) +35$$

Evaluate

$$1.22181599633760075098$$

Solution Steps

Evaluate trigonometric functions in the problem

$$57.8509 \cdot 0.9563047559630354 - 68.944 {(1 + 0.29237170472273677)} + 35$$

Multiply 57.8509 and 0.9563047559630354 to get 55.32309080674196462186.

$$55.32309080674196462186-68.944\left(1+0.29237170472273677\right)+35$$

Add 1 and 0.29237170472273677 to get 1.29237170472273677.

$$55.32309080674196462186-68.944\times 1.29237170472273677+35$$

Multiply 68.944 and 1.29237170472273677 to get 89.10127481040436387088.

$$55.32309080674196462186-89.10127481040436387088+35$$

Subtract 89.10127481040436387088 from 55.32309080674196462186 to get -33.77818400366239924902.

$$-33.77818400366239924902+35$$

Add -33.77818400366239924902 and 35 to get 1.22181599633760075098.

$$1.22181599633760075098$$

Factor

$$\frac{17 \cdot 3593576459816472797}{2 ^ {19} \cdot 5 ^ {20}} = 1\frac{1.109079981688003 \times 10^{19}}{5 \times 10^{19}} = 1.2218159963376005$$