Point A lies on a circle of radius 2.5 at angle $251^{\circ}$. Point $\mathrm{B}$ lies on a circle of radius 3 at angle $267^{\circ}$. If both circles are centered at the origin, which point has the least $x$-value?

Question

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The Answer of Point A lies on a circle of radius 2.5 at angle $251^{\circ}$. Point $\mathrm{B}$ lies on a circle of radius 3 at angle $267^{\circ}$. If both circles are centered at the origin, which point has the least $x$-value?

Point a Lies on a Circle of Radius 2 251∘251^{\circ}251∘ Point

Point a Lies on a Circle of Radius 2 $251^{\circ}$ Point