
What is #cos ( (5pi)/3)#? - Socratic
2017年8月13日 · We have: #cos(frac(5 pi)(3))# #= cos(frac(3 pi)(3) + frac(2 pi)(3))# #= cos(pi + frac(2 pi)(3))# Let's apply the compound angle formula of #cos(theta)#:
How do you find the exact value of #cos( 2 arctan (5/12) )
2016年6月8日 · To find #cos(arctan(5/12))#, draw a picture where #tan(beta)=5/12#, or where #5# is the opposite side's length and #12# is the adjacent side's length. In this triangle, #13# is …
The value of cos 5π is - Brainly
The value of cos 5π. EVALUATION. We have to find the value of cos 5π. cos 5π = cos ( 5 × 180° ) = cos 900° = cos ( 10 × 90° + 0° ) = - cos 0° = - 1 ━━━━━━━━━━━━━━━━ Learn more from Brainly …
Cos 5° - sin 25° is equal to (a) sin 20° - Brainly
2020年9月9日 · A) I B) II C) III D) IV 3) Opposite side hypotenuse ratio A) sin B) cos C) tan D) None of the given Dis 4) Curved surface area of a cone A) r² B) (+) C)rh D) l B) Solve the …
Find the value of cos5π/12? - Socratic
2018年6月12日 · #"using the "color(blue)"trigonometric identity"# #•color(white)(x)cos(x+y)=cosxcosy-sinxsiny# #"note that "(5pi)/12=pi/6+pi/4#
Cos^-1(cos5π/3)+sin^-1(cos5π/3)is? - Socratic
2018年4月13日 · Recall that, #cos^-1x+sin^-1x=pi/2, |x| le1#. Letting #x=cos5pi/3," and noting that "|cos(5pi/3)| le 1#, . we have,
How do you calculate #Cos^-1(5/13) - Cos^-1(8/17)#? - Socratic
2015年6月15日 · A TI-8 can do this with 2nd+COS. 13 and 17 are prime numbers, so 5/13 and 8/17 will give you irrational values. This isn't easily doable enough by hand to be something …
How do you evaluate #cos [5(pi)/4]#? - Socratic
2016年1月27日 · How do you evaluate #cos [5(pi)/4]#? Trigonometry Right Triangles Trigonometric Functions of Any Angle. 1 ...
How do you simplify #Sin[cos^-1(5/13) - cos^-1(4/5)]#? - Socratic
2016年5月26日 · Let b = cos^(-1)(4/5). Then cos b = 4/5 > 0. b is in the 1st quadrant or in the 4th. So, sin b =+-3/5. ...
Cos5° + cos 10° + cos 15 +_ + cos170° + cos 175° is equal to
2021年1月20日 · cos (5) + cos (10) + cos (15) + cos (20) +___+ cos (170) + cos (175) Solution, The following mathematical procedure can be used to solve this mathematical issue. The …