Solve left(tan(39)tan(23)+1right)0.5*24

$$\left( \tan ( 39 ) \tan ( 23 ) +1 \right) 0.5 \cdot 24$$

Evaluate

$$16.1247951439190763334360978047948$$

Solution Steps

Evaluate trigonometric functions in the problem

$${(0.809784033195007 \cdot 0.4244748162096047 + 1)} 0.5 \cdot 24$$

Multiply 0.809784033195007 and 0.4244748162096047 to get 0.3437329286599230277863414837329.

$$\left(0.3437329286599230277863414837329+1\right)\times 0.5\times 24$$

Add 0.3437329286599230277863414837329 and 1 to get 1.3437329286599230277863414837329.

$$1.3437329286599230277863414837329\times 0.5\times 24$$

Multiply 1.3437329286599230277863414837329 and 0.5 to get 0.67186646432996151389317074186645.

$$0.67186646432996151389317074186645\times 24$$

Multiply 0.67186646432996151389317074186645 and 24 to get 16.1247951439190763334360978047948.

$$16.1247951439190763334360978047948$$

Factor

$$\frac{131 \cdot 32119 \cdot 1064531198793357294629887 \cdot 3 ^ {2}}{2 ^ {29} \cdot 5 ^ {31}} = 16\frac{3.119878597976894 \times 10^{29}}{2.5 \times 10^{30}} = 16.124795143919076$$