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The maximum and minimum interference pattern by two cohorent sources is 9I and I. Find intensities of individual waves.

Asked by sahupramod650 | 13 Nov, 2019, 09:41: AM

Expert Answer

Click on the link given below for the answer to first question:

https://www.topperlearning.com/doubts-solutions/the-intensity-of-maximum-and-minimum-in-an-interference-pattern-produced-by-two-cohrent-sources-of-light-is-9-1the-intensity-of-used-light-1-3-1-2-4-1-32dleq77

The answer to the question mentioned in the snap is as follows:

The Question is -

The mass of chlorine nucleus is 34.98 a.m.u. Calculate the binding energy per nucleon of the nucleus.

Solution:

Mass of nucleus = 34.98 amu

Atomic number Z = 17

A= 35

m_p = 1.007825

m_n = 1.008665

Mass defect Δm= Zm_p + (A-Z) m_n - M

= 17 (1.007825) + (35-17) x 1.008665 - 34.98

= 0.308995

Thus, Binding energy per nucleon = Δmc²/A = (0.30899 × 931)/35 MeV =8.219267 MeV

Answered by Shiwani Sawant | 13 Nov, 2019, 11:57: AM

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