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The eye can detect 5xx10^(4) photons (m^...

The eye can detect `5xx10^(4)` photons `(m^2s)^(-1)` of green light (`lamda=5000A)`, whole ear can detect `10^(-13)Wm^(2)` . As a power detector, which is more sensitive and by what factor?

A

`5`

B

`10`

C

`10^(6)`

D

`15`

Text Solution

Verified by Experts

The correct Answer is:
A

`E = (12375)/(5000) = 2.475 eV ~~ 4 xx 10^(-19) J`
So the minimum intensity to which the eye can respond
`I_(Eye) = ("Photon flux")` xx `(" Energy of a photon")`
`rArr I_(Eye) =( 5 xx 10^(4)) xx ( 4 xx 10^(-19)) = 2 xx 10^(-14) (W//m^(2))`
Now as lesser the intensity required by a detector for detection , more sensitive it will be
`(S_(Eye))/(S_(Ear)) = (I_(Ear))/(I_(Eye)) = (10^(-13))/(2 xx 10^(-14)) = 5` i.e., as intensity `("power")`
detector , the eye is five times more sensitive than ear.
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