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Question: The number of red photons (l = 663 nm) that must strike a totally reflecting screen per second at no...

The number of red photons (l = 663 nm) that must strike a totally reflecting screen per second at normal incidence so that a force of 1 N is exerted on the screen is

A

n = 5 × 1023

B

n = 5 × 1024

C

n = 5 × 1025

D

n = 5 × 1026

Answer

n = 5 × 1026

Explanation

Solution

F = nph (2hλ)\left( \frac{2h}{\lambda} \right)

nph = Fλ2h\frac{F\lambda}{2h} = 1×663×1092×6.63×1034\frac{1 \times 663 \times 10^{–9}}{2 \times 6.63 \times 10^{–34}}