Consider the following figure.

A circle has center point O. There are four points, two interior line segments, and one ray.
Three points lie on the circle:
R is on the left, just below center; S is on the right, just above center; and T is on the bottom left.
Point W lies outside the circle, above and slightly left of S.
Segment R S goes from R slightly up and right to S, passing through O.
Segment T S goes from T up and right to S.
Ray S W begins at S and goes up and slightly left through W.
Given: circle O with diameter RS, tangent SW,
and chord TS
Find the following in degrees if mRT$\frown{\hspace{25px}}$ : mTS$\frown{\hspace{25px}}$ = 1 : 5.
mRT$\frown{\hspace{25px}}$ =
24

Incorrect: Your answer is incorrect.
°
m∠RST =
102

Incorrect: Your answer is incorrect.
°