A circle of radius 3 is centered at the origin. Point A lies on the circle at angle $198^{\circ}$. Point $\mathrm{B}$ lies outside the circle and has coordinates $(5,-2)$. What is the distance between these two points? Round your answer to 2 decimal places.

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The Answer of A circle of radius 3 is centered at the origin. Point A lies on the circle at angle $198^{\circ}$. Point $\mathrm{B}$ lies outside the circle and has coordinates $(5,-2)$. What is the distance between these two points? Round your answer to 2 decimal places.

A Circle of Radius 3 Is Centered at the Origin 198∘198^{\circ}198∘

A Circle of Radius 3 Is Centered at the Origin $198^{\circ}$