The formula for converting radians to degrees is the given angle in radians multiplied by (180 degrees / pi), so in this case, 7 pi radians would be equal to 1260 degrees. (By the way, the greek letter pi isn't spelled with an e).
Figure out the percentage that 90 degrees is of a whole circle, which is 360 degrees. 90 / 360 = 0.25, or 25%. 25% of 600 is 150 people who went abroad.
A pie chart only shows up to 100%, divided into portions.
I would say 90 degrees
tan(pi/3) = tan (60 degrees) = 1.732 which is square root of 3
Pi radians is equivalent to 180 degrees.
The formula for converting radians to degrees is the given angle in radians multiplied by (180 degrees / pi), so in this case, 7 pi radians would be equal to 1260 degrees. (By the way, the greek letter pi isn't spelled with an e).
If you're talking about converting degrees to radians, then 23/12*(pi) radians.
90 degrees, or pie/2 for radians.
On a circle, the "half-way" mark, is 180 degrees. That, in radians, is pi. The entire circle is 360 degrees or 2 pi.
It means that, like me, they like pie... They want to see if you will ask them what kind of pie...Answer:In math the question would require you to put the answer of the question in terms of pi (π). This would generally be a question dealing with angles or rotation. This would require that you know that one radian is equal to 180/π degrees. Thus, to convert from radians to degrees, multiply by 180/π. or that (fro grads) 2π radians are equal to one turn, which is 400gand to convert from radians to grads that you multiply by 200 / π, and to convert from grads to radians multiply by π / 200. The question might also require that you locate a point on an XY coordinate system as a radian and magnitude.
Assuming the question is in the context of pie charts, the angle which corresponds to a fraction, f, of the total is makes and angle at the centre of 2*pi*f radians (= 360*f degrees).
A pie chart is a circle, which has 360 degrees. So 15% of 360 is 54 degrees.
I assume that you want to solve cos(x) = 2*pi, not pie! arccos(0.4) = 1.1593 radians. This is the solution in the range 0 to pi. There is another solution which is at 2*pi - 1.1593 = 5.1239 radians. Note that arccos appears on most calculators as "cos to the power -1".
108 degrees.
A full pie graph is 360 degrees.2/3 of that = 240 degrees.(what is left over is the other one-third = 120 degrees)
A fraction of 360 degrees