Two planar mirrors are positioned such that their edges are in contact and the angle between their surfaces is a, where 0< a < 90". If an incident light ray strikes the fırst mirror at an angle of 31.3 relative to the normal of that surface, and then reflects off of the second mirror at an angle of 17.3 relative to the normal of that surface, what is the angle a? Note that drawing this out will be helpful :)

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Chapter1: Units, Trigonometry. And Vectors
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**Problem Statement on Light Reflection with Planar Mirrors**

Two planar mirrors are positioned such that their edges are in contact, and the angle between their surfaces is \( \alpha \), where \( 0^\circ < \alpha < 90^\circ \). An incident light ray strikes the first mirror at an angle of \( 31.3^\circ \) relative to the normal of that surface. It then reflects off the second mirror at an angle of \( 17.3^\circ \) relative to the normal of that surface. 

What is the angle \( \alpha \)?

*Hint: Drawing a diagram of this setup will be helpful!*
Transcribed Image Text:**Problem Statement on Light Reflection with Planar Mirrors** Two planar mirrors are positioned such that their edges are in contact, and the angle between their surfaces is \( \alpha \), where \( 0^\circ < \alpha < 90^\circ \). An incident light ray strikes the first mirror at an angle of \( 31.3^\circ \) relative to the normal of that surface. It then reflects off the second mirror at an angle of \( 17.3^\circ \) relative to the normal of that surface. What is the angle \( \alpha \)? *Hint: Drawing a diagram of this setup will be helpful!*
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