The given statement is TRUE
If an angle is counterclockwise then the angle is said to be positive.
We can conclude and find the explanation such that,
If any angle is measured in the direction equivalent to counterclockwise from the starting point of the terminal side then that angle is termed a positive angle whereas if an angle is measured from the direction clockwise then the angle is termed as a negative angle.
Refer to the attached images to find the phenomenon of positive and negative angles.
For example: According to the first figure let us draw an angle of 90°
We will calculate this angle as = [tex]\frac{90}{360}[/tex]
= 1/4
Thus, moving counterclockwise in the positive x-axis.
According to the second figure let us draw the angle of 360°
We will calculate this angle as = [tex]\frac{360}{360}[/tex]
= 1
Thus, 1 complete rotation is done around the circle moving counterclockwise from the positive side of the x-axis.
Therefore,
The given statement is TRUE
If an angle is counterclockwise then the angle is said to be positive.
To know more about Counterclockwise and Clockwise angles,
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