Thank you for your help!

Thank you for your help!

1. 4 cos x * 2 √ 3 = 0 2. 2sin^2 x - sin x = 1 3. cos^2 x = cos x

What would the area of the triangle be if angle A is 137 degrees, side b is 628.3 m and side c is 843.1 m?

I have been stuck on this one for a while. Can someone help me find x?

tan^3(θ)=3tan(θ) solve for all solutions.. please provide steps so I can follow

It's a circle with a sector. The sector has a triangle within it, two sides of the triangle is 5cm (the radi on either side) and the other side 8cm. You are supposed to find the shaded segment between...

A sheep is tied to a post which is 6 m from a long fence. The length of the rope is 9 m. Find the area which the sheep can feed on.

sin(7π/12)

solve for all solutions and provide steps so I can follow.. thank you

A tower 7 m high stands on top of a building 9 m high. An observer at the bottom of the building notices that as she walks away from the building the angle which the tower subtends at her eyes seems...

help me please.. and please provide steps so I can follow. sec(2ϴ)=3... solve for all solutions on [0,2π]

The function for a cosine graph is f(x)=a cos b (x-c) + d, and in the parent function of f(x)=cos x, the "a" value = 1. I was taught that in a cosine function the graph "starts"...

8. Two pulleys are connected by a belt. The smaller pulley has a diameter of 8 cm and the larger pulley has a diameter of 12 cm. The smaller pulley is rotating at the rate of 60 rpm. a...

Calculate the angular velocity in radians per minute of a Ferris wheel 250 feet in diameter that takes 45 seconds to rotate once. If you sat on the rim of the ferris wheel, what is your velocity in...

Calculate the angular velocity in radians per minute of a Ferris wheel 208 feet in diameter that takes 25 seconds to rotate once. Express the answer in terms of pi.

Calculate the angular velocity in radians per minute of a Ferris wheel 250 feet in diameter that takes 45 seconds to rotate once. Express the answer in terms of pi.

I have been stuck on this one forever now plz help cos2(theta) csc2(theta) + cos2(theta) sec2(theta) = csc2(theta) Edit: messed up the fact that the second cos and the sec are...

Find the EXACT area contained by the graphs r=8cos theta and r=6sin theta

please verify with detailed instructions. Thank you and have a great day.

A)\theta =58\deg 54' B)\theta =58\deg 50' C)\theta =58\deg 56' D)\theta =58\deg 48'