a bicycle is traveling 6 meters per second. If the tires have diameter 66 cm, how fast is the wheel turning in rotations per minute

a bicycle is traveling 6 meters per second. If the tires have diameter 66 cm, how fast is the wheel turning in rotations per minute

find an angle theta with 0 < theta < 2pi that has the same sine value as (5pi)/12

Express in decimal form to one place

This is translated from a trigonometry problem in another language, I hope you understand it.

QUESTION 3 ONLY : https://dl2.pushbulletusercontent.com/fVBs4G3IBTebCiBeZhjVJKpzRFTXjvtu/IMG_20170926_211422_HDR.jpg

Hint: For the first part use the definition of the tangent function. For the second part use the third binomial formula: (a+b)(a-b)=a^2-b^2 Can you please show clear steps on...

Let , (2,-3) be a point on the terminal side of θ . Find the exact values of sinθ , secθ , and tanθ .

given cosθ=0.400 and θ in 1st quadrant, find sin θ and tan θ

Find the length of the arc s in the figure. (Assume r = 5 and θ = 128°.) I have been working at this problem for an hour now! I do not understand this problem. The crazy thing is that I...

plz help by giving solution

a resistor and an inductor are in series , if R=770Ω and Xc=1100Ω. find tan θ and θ in degrees.

This is all the information I got.. I can answer questions you have on the problem.

Can you please show every step? Thanks!

Use power-reducing identities to write the given trigonometric expression in terms of first power of cosine function. answer: sin4x cos2x=____ /____(1-cos2x-___+cos2x___) "___"...

I would like to know the tangent for 84 degrees.

ABC is a triangle. D is the center of BC . AC is perpendicular to AD. prove that cos(A)⋅cos(C)=2(c^2−a^2)/3ac

Here's the exact formatting, If cos(t)=−7/9cos(t), where π<t<3π2π<t<3π2, find the value of the following trigonometric function cos(2t)

Please tell me I know sin2A, how to find Sin^2A, I don't know cosA or A?

cos 6x sin 2x=? Hint: (1/2)(_____-_____)

box is 500N