MTU able the driver to view a large area.5. Find the focal length of a

1.	MTU able the driver to view a large area.5. Find the focal length of a convex mirror whose na1 of a convex mirror whose radius of cuAns.: The relation between radius of curvature (R) and focallengeR = 21Here R = 32cmf = 8/2 = 32/= 16cm6. A concave mirror produces three times magnified (enlarged)placed at 10 cm in from of it. Where is the image locatedAns: Here, u = -10cmm= -3 ( real image)Magnification m=10u= -30cm
Answer» Answer: 5)16. 6) Explanation: 5) R=2f f= R/2 f= 32/2=16 therefore FOCAL LENGTH is 16 6) m= -3 u= -10 m= -(V/u) -3= -(v/-10) -3= v/10 v=-3×10 therefore,v= -30 image distance is -30.

MTU able the driver to view a large area.5. Find the focal length of a convex mirror whose na1 of a convex mirror whose radius of cuAns.: The relation between radius of curvature (R) and focallengeR = 21Here R = 32cmf = 8/2 = 32/= 16cm6. A concave mirror produces three times magnified (enlarged)placed at 10 cm in from of it. Where is the image locatedAns: Here, u = -10cmm= -3 ( real image)Magnification m=10u= -30cm

Answer»

Answer:

5)16. 6)

Explanation:

5) R=2f

f= R/2

f= 32/2=16

therefore FOCAL LENGTH is 16

6) m= -3

u= -10

m= -(V/u)

-3= -(v/-10)

-3= v/10

v=-3×10

therefore,v= -30

image distance is -30.

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