Optics
The graph between angle of deviation $$(\delta )$$ and angle of incidence (i) for a triangular prism is represented by:
Following figure shows the multiple reflections of a light ray along a glass corridor where the walls are either parallel or perpendicular to one another. If the angle of incidence at point P is $${ 30 }^{ \circ }$$, what are the angles of reflection of the light ray at point Q, R, S and T respectively-
From the above figure,
$${ 30 }^{ \circ }{ 60 }^{ \circ }{ 60 }^{ \circ }{ 30 }^{ \circ }$$
The graph between angle of deviation $$(\delta )$$ and angle of incidence (i) for a triangular prism is represented by:
Light is incident from glass $$(\mu = 1.5)$$ to air. Sketch the variation of the angle of deviation $$\delta$$ with the angle of incident $$i$$ for $$0 < i < 90^o$$.
Light is incident from glass $$(\mu = 1.50)$$ to water $$(\mu = 1.33)$$. Find the range of the angle of deviation for which there are two angles of incidence.
There is a glass prism of refractive index $$\mu$$ and angle of prism is $$A$$. A ray of light enter the side $$AB$$ face of the prism at an angle of incident $$i$$. The value of angle of incident $$i$$ so, that no ray emerges from the face $$AC$$ of the prism is :
In a glass prism, spectrum is produced due to :
A ray of light travels from a medium of refractive index $$ \mu $$ to air. Its angle of incidence in the medium is $$\theta$$, measured from the normal to the boundary, and its angle of deviation is $$ \delta $$.$$ \delta $$ is plotted against $$\theta$$. Which of the following best represents the resulting curve?
The refractive index of a prism for a monochromatic wave is $$\sqrt { 2 }$$ & its refractive angle is $${ 60 }^{ o }$$ . For a minimum deviation, the angles of incidence will be:
For a prism, graph between angle of deviation($$\delta$$) and angle of incidence will be
What should be the angle between two plane mirrors, so that whatever be the angle of incidence, the incident ray and the reflected ray from the two mirrors be parallel to each other?
Define the term angle of incidence.