5pi/3 in degrees

The leg of a right triangle with an angle of 56 degrees and it's adjacent side has a length of 38

A boy rolls a tire at a rat of 2 revolutions every 5 seconds. What is the angular speed of the tire

Simplify Tan^2x - Sec^2x

Find x

500 degrees in radians

The hypotenuse of a right triangle with an angle of 18 degrees and it's adjacent side has a length of 21

A log with a radius of 12 inches rolls down a hill at 15 revolutions in 10 seconds. What is the linear speed of the log in ft per sec

Simplify (Sec x - 1)(Sec x +1)

Find the angle

990 degrees in radians

The angle of a right triangle with a hypotenuse length of 32 and an opposite side length of 25

A little girls is riding a bike with a 16in diameter. The wheel are rotating at 95 rmps. How fast is the girl traveling in ft per minute.

1- Sin^2x / Tan^2x

Find x, y and a

12pi/5 + 7pi/3 in degrees

Solve for x and the y and a

A car with 14 inch wheels is traveling at a speed of 43 miles per hour. How many revolutions is the tire making in 1 minute

(Tan x)(Sin x) + Cos x = Sec x

Solve for x, a,b

40 degrees + 23pi/4 in radians

A 5 foot tall women is looking at a flag pole. The angle of depression from her eyes to the bottom of the flag pole is 50 degrees the angle from her eyes to the top of the pole is 36 degrees. How tall is the pole and how far away is the women standing

A skill saw with a radius of 2.5 niche does 400 revolutions per second. What is the speed of the tip of the blade. In miles per hour

Sin x - (Sin x)(Cos^2 x) = Sin^3 x

An American spy drone is flying over Russian soil. There are two the dorm was between two Russian army basses with angel depressions of 27 and 53 degrees. The bases are 12 miles apart.
A) find the distance from the drone to base b
B) find the height of t