Two security cameras on a wall are viewing the same object at point T on the ground. The angle of depression from camera P is 31 degrees, and the angle of depression from camera N is 51 degrees. Camera N is mounted 33 ft above camera P.
We want to find how far the object T is from the wall and how high is camera P from the ground.
Let x represent the distance between point T and the wall and let y represent how high is camera P from the ground.
Write an equation that uses the tangent function, the lengths of x and y, and 31 degrees.
