If wavelengths of two light radiations are in the ratio 3:2 then their
time periods are in the ratio a : b. The value of (a+b) is
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If wavelengths of two light radiations are in the ratio 3:2 then their
time periods are in the ratio a : b. The value of (a+b) is
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Answer:
Explanation:
v = nλ
λ α 1/n α t
λ α t
a : b = 3:2
(a+b) = 5