Providing that it is a regular 10 sided decagon then each interior angle will measure 144 degrees
Zero.
who gives a f*** im a dum dum lol i really dont know
Corresponding angles (also called F angles) are ang les that are the same on parallel lines (lines at the same angle next to each other) with a bisecting angle (a line that cuts through the parallel line). The lines look like a capital F and the corners of the "F" are the corresponding angles and they are the same.
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).
Because any angle increased by k*2pi radians (= k*360 degrees) where k is an integer, is, effectively, the same angle. This implies that f(x + 2kpi) = f(x) for any angle x and any trig function f. This gives f a maximum period of 2pi radians.
D=27 E=81 F=72
Zero.
the name of an f angle is a corresponding angle
who gives a f*** im a dum dum lol i really dont know
the f-p-f bond angle is 120the cl -p-cl bond angle is 180and the f - p - cl bond angle is 90
Corresponding Angle
A corresponding angle.
A decagon can have 0, 2, 3, 4, 5, 6, 7, 8, 9 or 10parallel sides, depending on its layout.A decagon has 10 sides. Any regular polygon with four or more sides and even vertices will have pairs of sides that are parallel. A regular decagon will have 5 pairs of parallel sides.It is possible for a decagon to have 2 groups of 5 parallel sides. (For example, a block letter F).
An 'F' angle is called a corresponding angle, a 'Z' angle is called an alternate angle and a 'C' angle is called a supplementary angle.
Corresponding angles (also called F angles) are ang les that are the same on parallel lines (lines at the same angle next to each other) with a bisecting angle (a line that cuts through the parallel line). The lines look like a capital F and the corners of the "F" are the corresponding angles and they are the same.
The value of the bond angle in XeF2 is 180 degrees.
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).