Intensity of light due to a point source at a distance to metres is 20 units the intensity due to the same source at a distance of 4 metre is
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r1=20m
I1=20
I2= ? ans 5
r2=r1SQrtI1/I2
i 2 =4
rajeshupadhyay1976:
I didn't understand
Answered by
1
Hey dear,
◆ Answer-
500 units
◆ Explaination-
# Given-
d1 = 20 m
d2 = 4 m
I1 = 20 units
# Solution-
According to inverse square law, intensity of light is inversely proportional to distance.
I ∝ 1/d^2
Therefore,
I1 / I2 = d2^2 / d1^2
I2 = I1.d1^2 / d2^2
I2 = 20 × 20^2 / 4^2
I2 = 500 units.
Intensity of light at distance of 4 m from given point source is 500 units.
Hope this is helpful...
◆ Answer-
500 units
◆ Explaination-
# Given-
d1 = 20 m
d2 = 4 m
I1 = 20 units
# Solution-
According to inverse square law, intensity of light is inversely proportional to distance.
I ∝ 1/d^2
Therefore,
I1 / I2 = d2^2 / d1^2
I2 = I1.d1^2 / d2^2
I2 = 20 × 20^2 / 4^2
I2 = 500 units.
Intensity of light at distance of 4 m from given point source is 500 units.
Hope this is helpful...
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