A sprinkler is designed to rotate 360 degrees clockwise, and then 360 degrees counterclockwise to water a circular region with a radius of 12 feet. The sprinkler is located in the middle of the circular...

A sprinkler is designed to rotate 360 degrees clockwise, and then 360 degrees counterclockwise to water a circular region with a radius of 12 feet. The sprinkler is located in the middle of the circular...

Suppose the terminal point determine by t lies in the second quadrant and is (-24/25, y). (a) Find y. (b) Find the value of the 6 trigonometric functions at 837π...

An equilateral triangle is inscribed in the unit circle. find the exact perimeter of the equilateral triangle.

Evaluate sin(sin-1(sin60)) [60 degrees] and evaluate cos-1(cos(cos-10.5)) if the angle is in quadrant 1.

Point P(θ) is at the intersection of the unit circle and the terminal arm of angle θ 1.5π/6 2. P(5π/3) 3.P(-5Π/4)

An equilateral triangle is inscribed in the unit circle. find the exact perimeter of the equilateral triangle.

A snowboarder does tricks and names them by their degrees. convert their spins to radians. A) "I just performed a Cab540" b) "did you see that Niki Huwlyer landed a quintuple...

tan5(*pie symbol)/ 6

I can't figure out how to convert this to the answer format they want. I know that 3π/2 is the position on the circle and I converted the time to 105 seconds. I don't know what to do next...

The solution to the trig equation 4cos theta +3 =0 are in which quadrant? Given csc theta = 2 sqrt3/3 and -270 degrees < theta <180 degrees Determine the exact values...

=-2pi<=x<2pi =the real numbers

Direct this explanation to someone who has studied the pythageron therom

-7/9 ,y ,quad 3 (1, y) x,3/4,quadrant 2

This is a trigonometry unit circle problem.

If sin(theta)=-.95, find theta when 0(is less than or equal to)theta(is less than or equal to)2pi without solving by graphing.

How long is the arc subtended by an angle of 4π/3 radians on a circle of radius 15cm?

This is a unit circle problem and please include the steps to solve it in the answer.

This is a unit circle problem and please include the steps to solve the problem.

1.Determine the value of the central angle for θ for 0 q<2π 2.Determine the values of the central angle for θ for-2π q>4π

This is a unit circle problem and will whoever answers please include a step by step process on how to solve it?