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How many radiand in a circle?
There are 2*pi radians in a circle.
How many radians is one eighth of a circle?
Since an entire circle is 2π radians, 1/8 would be π/4
A complete rotation or circle contains how many degrees?
A full rotation is a 360 degree rotation. A full circle is 360 degrees.
How many are degree a circle have?
How many degrees does a circle have? 360 degrees.
How many degree s are in a circle?
360
How many revolutions in a circle?
By definition of the word, "revolution", there is only 1 revolution in a complete circle. You may be trying to ask a different question, such as how many radians are in one revolution. That answer is 2pi radians.
How many radiand in a circle?
There are 2*pi radians in a circle.
How many radians is one eighth of a circle?
Since an entire circle is 2π radians, 1/8 would be π/4
How many radians are equal to 45 degrees?
45 degrees are pi/4 radians. You can verify this with a unit circle.
How many radians does the second hand of a clock turn through in thirty second?
pi (there are 2 pi radians in a full circle) [or 3.14159]
How many revolutions equal pi radians?
1/2 revolution. A complete revolution is 2 x pi radians.
How many radians are in one complete revolution?
2 x pi.
How many radians in a half circle?
there are two Pi in a full circle so there is only one Pi in one radian.
How many radian in 1degree?
1 degree = 0.017453 radians (to 6 dp)
A complete rotation or circle contains how many degrees?
A full rotation is a 360 degree rotation. A full circle is 360 degrees.
How many linear feet in a 3 foot diameter circle?
Arch length, or linear distance of an arch, is equal to: (Angle of Arch in Radians) x (Radius of Arch) So for a complete circle (Arch angle of 360 Degrees) with a diameter of 3 feet (or radius of 1.5 feet) the linear circumference would be: (2 x PI) x (radius) = (2 x PI) x (1.5 ft), where PI = 3.14 radians and represents 1/2 of a complete circle. This is also the equation for a circle's circumference.
One degree is equal to how many radians?
One degee = (pi/180)*radian
