364991
A converging beam is incident on a system of two glass slabs with refractive indices \({\mu_{1}=(3 / 2), \mu_{2}=(5 / 4)}\) and a concave mirror placed at a distance ' \({l}\) ' from the closest face of the slab 2 . The observer \({O}\) receives the reflected rays from the system and perceives that the image is formed at \({P}\) itself (see figure) which is also the point of convergence of the incident beam (extrapolated). If the concave mirror's focal length is 20 \(cm\) . Find the value of \({l}\)
364991
A converging beam is incident on a system of two glass slabs with refractive indices \({\mu_{1}=(3 / 2), \mu_{2}=(5 / 4)}\) and a concave mirror placed at a distance ' \({l}\) ' from the closest face of the slab 2 . The observer \({O}\) receives the reflected rays from the system and perceives that the image is formed at \({P}\) itself (see figure) which is also the point of convergence of the incident beam (extrapolated). If the concave mirror's focal length is 20 \(cm\) . Find the value of \({l}\)
364991
A converging beam is incident on a system of two glass slabs with refractive indices \({\mu_{1}=(3 / 2), \mu_{2}=(5 / 4)}\) and a concave mirror placed at a distance ' \({l}\) ' from the closest face of the slab 2 . The observer \({O}\) receives the reflected rays from the system and perceives that the image is formed at \({P}\) itself (see figure) which is also the point of convergence of the incident beam (extrapolated). If the concave mirror's focal length is 20 \(cm\) . Find the value of \({l}\)
364991
A converging beam is incident on a system of two glass slabs with refractive indices \({\mu_{1}=(3 / 2), \mu_{2}=(5 / 4)}\) and a concave mirror placed at a distance ' \({l}\) ' from the closest face of the slab 2 . The observer \({O}\) receives the reflected rays from the system and perceives that the image is formed at \({P}\) itself (see figure) which is also the point of convergence of the incident beam (extrapolated). If the concave mirror's focal length is 20 \(cm\) . Find the value of \({l}\)