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If you are asking for the conversion formulas, then think of the relationship between degress and radians. 360 degress = 2*pi radians, thus to convert every degree to radians, we divide both sides of the equation by 360. 1 degree = 2*pi/360 radians = pi/180 radians. thus to convert degrees into radians, just multiply the number of degrees to pi/180, where pi = 3.141592... by the way, the per sec appended on the unit does not matter in the conversion since both units are in per sec anyway
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How do you convert rev per sec into rad per sec?
For starter, 1 rad/S = 0.159 rev/S
What is the linear velocity of the second hand of the clock in radians per second?
Wow-here goes. 2 pi radians=360 degrees=60 sec. so we have (2 pi rad)/60 sec=(6.28 rad)/60 sec and is ~ .21 rad/sec eh?
What does the rad deg and grad used for in the calculator?
Ok, 'rad' is 'radians,' 'deg' is 'degrees,' and 'grad' is 'gradient,' all used in calculus.
How far is it from 140 deg 40 min 10 sec to 140 deg 40 min 11 sec at 35 deg south?
84.2 feet
How do you convert meters per second to radians per second?
Only if its metres / sec in a circular path, then you would need the radius to work out its revs per second, then multiply by (2 * pi) to get radians / sec. > Example 10 m/s at 10 m radius Circumference = 2 * pi * r = 2 * 3.1416 * 10 = 62.832 meters So, 10 / 62.832 = 0.159 revs / sec Then, 0.159 * 2 * pi = 1 rad / sec > However, you can boil down the sequence to leave : rad / sec = velocity (m/s) / radius (m)
How do you convert rev per sec into rad per sec?
For starter, 1 rad/S = 0.159 rev/S
What is the linear velocity of the second hand of the clock in radians per second?
Wow-here goes. 2 pi radians=360 degrees=60 sec. so we have (2 pi rad)/60 sec=(6.28 rad)/60 sec and is ~ .21 rad/sec eh?
Convert rpm to rad per sec?
1 revolution = 2π radians 1 minute = 60 seconds → 1 rpm = 1 revolution / 1 minute = 2π radians / 60 seconds = π/30 radians/seconds = π/30 rad per sec → to convert rpm to rad per sec multiply by π (pi) and divide by 30.
What is the rad deg and grad used for in the calculator?
'Rad' is radians, 'deg' is degrees, and 'grad' is gradient; all used in calculus.
What does the rad deg and grad used for in the calculator?
Ok, 'rad' is 'radians,' 'deg' is 'degrees,' and 'grad' is 'gradient,' all used in calculus.
How far is it from 140 deg 40 min 10 sec to 140 deg 40 min 11 sec at 35 deg south?
84.2 feet
A wheel of point 6 m in diameter is rotating at 100 rad per sec The wheel then decelerates uniformly from 100 rad per sec to 50 rad per sec in 50 revolutions Determine the rate of angular acceleration?
Angular acceleration is got by the expression alpha = {(final angular velocity)2 - (initial ang velocity)2} / 2 theta. final is 50 and initial is 100 rad/s. Theta is 50 x 2pi radian Therefore required alpha = -50 x 150/200 pi = -75/2pi radian/s2 Negative sign indicates that the rotation is decelrated.
How do you convert meters per second to radians per second?
Only if its metres / sec in a circular path, then you would need the radius to work out its revs per second, then multiply by (2 * pi) to get radians / sec. > Example 10 m/s at 10 m radius Circumference = 2 * pi * r = 2 * 3.1416 * 10 = 62.832 meters So, 10 / 62.832 = 0.159 revs / sec Then, 0.159 * 2 * pi = 1 rad / sec > However, you can boil down the sequence to leave : rad / sec = velocity (m/s) / radius (m)
How do you convert revolution per min to rad per second?
('X' rev/minute) x (2 pi radian/rev) x (1 minute/60 sec) = 2 pi X/60 = 0.10472 Xrad/sec (rounded)
What is the value of sin38?
sin38 (rad)= .296369 while sin38 (deg)= .615661
How long will it take a pulley rotating at 8 radians per second to make 50 complete revolutions?
(1 sec/8 rad) * (2 pi rad/1 rev) * 50 rev = 12.5 * pi seconds about 39.27 seconds
What is the relationship between a RPMs and centrepetel force?
Centripetal force is related to angular velocity in the following manner.F = m.w2rwhereF = Centripetal force [=] Nw = angular velocity [=] rad/sr = radius of rotation [=] mRPM is denoted for Round Per Minute and is the rate of revolution.RPM x 60 sec/min x 2pi rad/sec = wCentripetal force is then proportion to RPM2
