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In general pi radians are 180 degrees Rtheta where theta is in radians 1 answer james jun 1, 2018 #30*pi/180=pi/6# #20*pi/180=pi/9#
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The picture has the question Do you mean what is the length of the arc that the angle pi/12 subtends The degree should be converted to radians and plug it into calculator to apply sinreg
How can i covert those degrees to radians?
To convert degrees to radians, multiply the degree value by #pi/ (180º)#: Yes we know that 360^circ = 2pi radians hence deciding both sides by 360 => 1^circ = (2pi)/ (360) radians hence your statement is correct The central angle, theta (in radians), is Theta_radians = s/r [1] where s is the arclength and r is the radius.
3960 = 45p + (45 ⋅ 30) 3960 = 45p + 1350. The initial velocity of the projectile is 5 7 = 0.714 ms−1, at an angle of 5π 12 = 1.31 radians This initial velocity is very small, so we are likely to be dealing with small distances and times. If a point on the edge of the disk is moving at 8 m s in the direction perpendicular to the disk's radius, what is.
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