**Prism and Light Refraction Analysis****Problem Statement:**The prism shown in the figure has a refractive index of 1.57, and the angles \(A\) are 25.5°. Two light rays \(m\) and \(n\) are parallel as they enter the prism.**Question:**What is the angle between them after they emerge?**Figure Description:**The diagram illustrates a triangular prism with two parallel light rays, \(m\) and \(n\), entering the left face of the prism. The apex angles \(A\) of the prism are indicated as 25.5°.**Task:**Determine the angle \(\theta\) between the two light rays after they have exited the prism.You can submit your response by entering your calculated angle in the provided answer box.**Interactive Components:**- An answer box is available for entering the calculated angle \(\theta\).- Options to submit or request an answer are provided.- A feedback link is available for any additional comments or questions.

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Answered: The prism shown in the figure (Figure…

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