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A Planar Cross Section Through Two Spherical Waves Emanating from the Sources

question 43

Multiple Choice

A planar cross section through two spherical waves emanating from the sources S1 and S2 in the plane is shown in the figure. S1 and S2 are in phase. The black circles are one and two wavelengths from their respective sources. The lighter circles are one half and one and a half wavelengths distant from their respective sources. If the waves shown arriving at P2 both arrive with amplitude A, the resultant amplitude at point P2 is A planar cross section through two spherical waves emanating from the sources S<sub>1</sub> and S<sub>2</sub> in the plane is shown in the figure. S<sub>1</sub> and S<sub>2</sub> are in phase. The black circles are one and two wavelengths from their respective sources. The lighter circles are one half and one and a half wavelengths distant from their respective sources. If the waves shown arriving at P<sub>2</sub> both arrive with amplitude A, the resultant amplitude at point P<sub>2</sub> is   A) 0. B)    . C) A. D)    . E) 2A.


Definitions:

\(n + 2\)

Represents an algebraic expression in which 2 is added to a variable n.

\(n + 1\)

An expression representing one more than a given number \(n\).

\(( n + 6 ) !\)

A notation indicating the factorial of n plus 6, meaning the product of all positive integers up to n+6.

\(( n + 3 ) !\)

Denotes the factorial of the sum of a variable n and 3, representing the product of all positive integers up to and including (n+3).

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