Solve lfloorcos(1)rfloor+lfloorcos(2)rfloor/lfloorsin(3)rfloor-lfloortan(1)rfloor

$$\frac{ \lfloor \cos ( 1 ) \rfloor + \lfloor \cos ( 2 ) \rfloor }{ \lfloor \sin ( 3 ) \rfloor - \lfloor \tan ( 1 ) \rfloor }$$

Evaluate

$$\text{Indeterminate}$$

Solution Steps

Evaluate trigonometric functions in the problem

$$\frac{\lfloor 0.9998476951563913 \rfloor + \lfloor 0.9993908270190958 \rfloor}{\lfloor 0.05233595624294383 \rfloor - \lfloor 0.017455064928217585 \rfloor}$$

Extract the negative sign in \lfloor 0.9998476951563913\rfloor +\lfloor 0.9993908270190958\rfloor .

$$\frac{-\left(\lfloor 0.05233595624294383\rfloor -\lfloor 0.017455064928217585\rfloor \right)}{\lfloor 0.05233595624294383\rfloor -\lfloor 0.017455064928217585\rfloor }$$

Cancel out \lfloor 0.05233595624294383\rfloor -\lfloor 0.017455064928217585\rfloor in both numerator and denominator.

$$-1$$