What is (pi)/6 radians in degrees? - Socratic
Jan 2, 2016 · x= 30˚. So, π 6 measures 30˚. Hopefully you understand now. Answer link. pi/6 radians is 30 degrees A radian is the angle subtended such that the arc formed is the same length as the radius. There are 2pi radians in a circle, or 360 degrees. Therefore, pi is equal to 180 degrees. 180/6=30.
How do we write #6# radians, #3/4# radians and #-3# radians
Jul 8, 2017 · Now 0.296^@=0.296xx60'=17.76' and 0.76'=0.76xx60''= 45.6'' Hence one radian is 57^@17'45.6'' Hence, (i) 6 radians are 6xx57.296^@=343.776^@ or 6xx57^@17'45.6''=343^@46'33.6'' (ii) 3/4 radians are 3/4xx57.296^@=42.972^@=42^@58'19.2'' (iii) -3 radians are -3xx57.296^@=-171.888^@=171^@53'16.8'' While multiplying or dividing …
What is (5pi)/6 radians in degrees? - Socratic
Jan 11, 2016 · What is #(5pi)/6 # radians in degrees? Trigonometry Graphing Trigonometric Functions Radian Measure. 1 ...
How do you find the exact value of #tan(pi/6)#? - Socratic
Apr 8, 2016 · tan(π 6) = √3 3. Using a calculator, tan(π 6) ≈ 0.577. tan (pi/6)=1/sqrt (3)=sqrt (3)/3 (see image below) This is one of the standard trigonometric triangles. sqrt (3) has been determined using Pythagorean Theorem. Sum of interior angles of a triangle is always pi radians.
How do you find the coordinates of the terminal points ... - Socratic
Jun 4, 2015 · Part 1: If you are okay with 11pi/6 = -pi/6 go to Part 2. Part 2: If you are okay with standard side lengths of triangles with angles pi/3 and pi/6, go to Part 3. Part 3: Coordinates of the required terminal point are (x,y) = (sqrt(3)/2, -1/2)
What is (7pi)/6 radians in degrees? - Socratic
Jan 5, 2016 · In degrees, (7pi)/6 is 210°. pi = 180°, so, we will use some logic here. pi/6 = 180/6 = 30° 7 * pi/6 = 7 * 30 = 210°
How do you convert 5pi/6 radians to degrees? - Socratic
Apr 1, 2018 · Explanation: After using π radians to 180 degrees, I found. π 5π 6 = 180 x. 180 x = 6 5. x = 180 ⋅ 5 6 = 150 degrees. Answer link.
How do you determine the quadrant in which #6.02# radians lies?
Aug 18, 2017 · Using the conversion factor mentioned above, 6.02radians × 180∘ 3.14radians. = 6.02 × 180∘ 3.14 = 345.06∘. Now, to locate 345.06∘ on a Cartesian plane. (Although you can guess that it will be in the 4th quadrant because it is slightly less than 360∘) In this image, we can see that 345.06∘ will lie in QIV, or the 4th quadrant. Hope ...
How do you sketch the angle #(11pi)/6# in standard position?
Jan 5, 2018 · How do you find the coterminal angles in radians? If the point (5/13,12/13) corresponds to angle theta in the unit circle, what is cot theta? How do you find the trig ratios by drawing the terminal and finding the reference angle: sin(235°)?
How do I solve 2 csc (z+pi/4)=5 for 0<=z<=6 radians? - Socratic
Sep 29, 2015 · Solve 2csc (x + pi/4) = 5 Ans: - 21,42 and 111.42 csc (x + pi/4) = 1/(sin (x + pi/4)) = 5/2 sin (x + pi/4) = 2/5 = 0.4 a. (x + pi/4) = (x + 45) = 23.58 deg --> x = 23 ...