Examples of 'radians' in a sentence
Meaning of "radians"
Radian (noun): A radian is a unit of angular measure in trigonometry, equal to the angle subtended at the center of a circle by an arc equal in length to the circle's radius
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- plural of radian
How to use "radians" in a sentence
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radians
Has to be given in radians and may be complex.
When radians are used angles are considered as dimensionless.
Welcome to the presentation on radians and degrees.
Radians are another unit of measure for angles.
This is useful when working with radians.
Radians is the angle in radians to be converted to degrees.
So you could just as easily convert to radians.
You use radians for angle measure.
The phase axis is in either degrees or radians.
Using radians is very helpful when you a.
Units of degrees and radians are also used.
Computes the cosine of an angle expressed in radians.
Convert angles between radians and degrees.
The numeric expression should be expressed in radians.
So at pi radians we intersect the unit circle right here.
See also
And so this is only true if we use radians.
Remember radians is just one way to measure angles.
The polar angle may be in degrees or radians.
Something radians and this is strange.
Represents the frequency in radians per second.
Ko in radians being the perimeter of the circle.
Solution can be expressed either in radians or degrees.
The radians of a slope refer to its angle measurement.
You can also measure angles in radians.
Radians are a unit for measuring angles.
You can represent angles in degrees or radians.
Pi radians is equal to one hundred and eighty degrees.
Angles can be measured in either radians or degrees.
You must use radians to appraise the angle.
But they will know what radians are.
You have to use radians to assess the angle.
Phases are transformed from degrees into radians.
Convert rpm to radians per second.
The value of the argument must be in radians.
You must use radians to measure the angle.
Angles in trigonometry can be expressed in radians or degrees.
You need to use radians to assess the angle.
Note that the angle is measured in radians.
Compute the phase angle in radians of a complex number z.
The value of φ must always be expressed in radians.
This is measured in radians per second.
Tan is the tangent function calculated in radians.
Phase is sometimes expressed in radians rather than in degrees.
Returns the phase of the argument in radians.
Where ω is expressed in radians and t in seconds.
Provides the tangent of a real value expressed in radians.
And there are two pi radians in a full.
Whether we are measuring them in degrees or radians.
It is radians that we have now.
Convert the angle given in radians to degrees.
