A camera is located 50 feet from a straight road along which a car is traveling at 100 feet per second. The camera turns so that it is pointed at the car at all times. In Radians per second, how fast is the camera turning as the car passes closest to the camera?

Question

likeabossssssss · Answer

$\bbox[5pt,midnightblue]{\LARGE\color{yellow}{\star ^\bigstar Welcome~to~~os~ ^\bigstar \star}}$

mhchen · Answer

A camera is located 50 feet from a straight road along which a car is traveling at 100 feet per second. 

Hint: The camera turns so the hypotenuse will overlap a leg.

mhchen · Answer

And I'd use tan() for the variables

mrnood · Answer

I would use the equation

$$V= r \omega $$

r is the  radius 50 ft
V= 100f/s

mrnood · Answer

ω is te angular velocity at this point - that is your answer

mrnood · Answer

|dw:1476888878973:dw|