First, let's convert the angles from degrees to radians:
74° = 74π/18037° = 37π/18053° = 53π/180
Now we can plug these values into the equation:
(5sin(74π/180))/(cos(37π/180)cos(53π/180))
Using a calculator to find the values of sin(74π/180), cos(37π/180), and cos(53π/180), we get:
(50.966)/(0.7980.601)(4.83)/(0.480)10.0625
Therefore, the answer is approximately 10.0625.
First, let's convert the angles from degrees to radians:
74° = 74π/180
37° = 37π/180
53° = 53π/180
Now we can plug these values into the equation:
(5sin(74π/180))/(cos(37π/180)cos(53π/180))
Using a calculator to find the values of sin(74π/180), cos(37π/180), and cos(53π/180), we get:
(50.966)/(0.7980.601)
(4.83)/(0.480)
10.0625
Therefore, the answer is approximately 10.0625.