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Asked by panwarn1234 | 02 Dec, 2020, 02:43: PM
Expert Answer
Q.35. 
Define centre of curvature. Find the nature and focal length of spherical mirror whose radius of curvature is+ 24 cm. 
 

Radius of curvature: The radius of curvature of a spherical mirror is the radius of the sphere of which the reflecting surface of spherical mirror is a part and is represented by r’ 
Focal point : It is the distance between the pole P and the focus F and is represented by f. If f is the focal length and r is the radius of curvature then f=r/2 or r = 2f and this relation is for concave and convex mirrors.
Optical centre: The optical centre is the actual geometrical centre of the lens. 
 
Radius of curvature of spherical mirror = +24 cm ...(Given)
Thus, 
f = R/2 = +24/2 = + 12 cm 
Thus, focal length of spherical mirror is +12 cm. 
The positive sign of focal length of mirror indicates that the mirror is convex mirror. 
 
Note: - If you require answer to rest of the questions kindly crop the image and post them separately as only one question can be answered per post. 

Answered by Shiwani Sawant | 02 Dec, 2020, 11:26: PM

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