^Mathematical relations for mirrors
^Mathematical relations for mirrors
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^Mathematical relations for mirrors
^Sign conventions Following are the sign conventions for all types of mirrors, lenses, spherical refracting surfaces 1. All distances are measured from the pole of the mirror. 2. Distances measured in the direction of incident ray are +ve & that measured in the opposite direction are – 3. Distances measured upward to the principle axis […]
^Divergent power 1. Bends the reflected (or refracted) rays away from the principal axis 2. Has negative optical power 3. e.g. a convex mirror & a concave lens (placed in rarer surroundings)
^Convergent power 1. Bends the reflected (or refracted) rays towards the principal axis 2. Has positive optical power 3. e.g. a concave mirror & a convex lens (placed in rarer surroundings) 4. our eyes 5. Used in compound microscope, telescopes, cameras.
^Magnified image I > O v > u m > 1 Inequality sign reverses for diminished image
^Virtual focus A position on the principal axis where two or more reflected (or refracted) rays appears to meet situated infront of mirror g. focus of a convex mirror & that of a concave lens (placed in rarer surroundings)
^Real focus A position on the principal axis where two or more reflected (or refracted) rays actually meet situated infront of mirror g. focus of a concave mirror & that of a convex lens (placed in rarer surroundings)
^Virtual image A position where two or more reflected (or refracted) rays appears to meet situated behind the mirror & behind the object on same side of lens v = + ve for mirrors & – ve for lenses. Can’t be obtained on screen, without using a convergent system.
^Real image A position where two or more reflected (or refracted) rays actually meet situated infront of the mirror & behind the lens v = -ve for mirrors & +ve for lenses. Can be obtained on screen
^Virtual object 1. A position at which incident rays converge 2. situated behind the mirror i.e. towards the polished side 3. u = + ve for both lenses & mirror
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