Step 1: Analyze incident angle and mirror deviation:
According to the law of reflection, the angle of incidence equals the angle of reflection when light hits a plane mirror. Deviation is the difference between the incident and reflected ray angles.
Step 2: Formulate deviation for a plane mirror:
The total deviation \( \delta \) from a plane mirror is calculated by:
\[
\delta = 2 \times \text{angle of incidence}
\]
This formula holds because the angle between the incident and reflected rays is double the angle of incidence.
Step 3: Input the given angle:
With an angle of incidence of 15°, the deviation is calculated:
\[
\delta = 2 \times 15° = 30°
\]
Therefore, the mirror produces a deviation of 30°.
Step 4: Final Result:
The deviation of the ray by the plane mirror is 30°.