1.

A point luminous object (O) is at a distance h from front face of a glass slab of width d and of refractive index mu. On the back face of slab is a refracting plane mirror. Anobserver sees the imageof object in mirroras shown in figure. Distance of image from front face as seen by observerwill be

Answer»

`h+ (2d)/(mu)`
`2 h + 2d`
`h+d`
`h+ (d)/(mu)`

Solution :As shown infigureglass SLAB with form theimage of bottom i.e.,mirror `MM'` at DEPTH `(d/mu)` from its front FACE.So the distance of objectO from virtual mirror`mm'` will be `h + (d/mu)`
Now asa plane mirror formsimage behind the mirrorat the samedistanceas the objectis in forntof it, the DISTANCEOF imageI form `mm'`will be `h + (d/u)` and as thedistance of vir tualmirror from the front face as seen by observer `=[h+(d)/(mu)] + (d)/(mu) = h + (2d)/(mu)`


Discussion

No Comment Found

Related InterviewSolutions