1 Answer

Shaheen G · Answer 1 · 2023-03-20T23:23:37+0000

The angle of rotation is:

$(4\pi)/(3)$

Since the given angle is positive , the direction of rotation is counterclockwise.

The size of the anglel spacing is:

$(\pi)/(6)$

Therefore, the number of spacing between the given angle and the standard position is given by:

$((4\pi)/(3)-0)/(\pi)/(6)=8$

Therefore, Rotating a length of 5 units by 4π/3 from the standard position moves the point to V(5, 4π/3).

Since

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