Question

coherent sources a and b emit electromagnetic waves with wavelength of 2.00 cm. point p is 4.86 m from a and 5.24 m from b. what is the phase difference at p between these two waves?

Answer 1

The phase difference between two coherent sources can be determined using the formula: Phase Difference = 2π(Δx/λ). In this case, the phase difference at point P between source A and source B is approximately 3.06π radians.

Step-by-step explanation:

The phase difference between two coherent sources can be determined using the formula:

Phase Difference = 2π(Δx/λ)

where Δx is the difference in distance between the two sources and λ is the wavelength of the electromagnetic waves.

In this case, source A is 4.86 m away from point P and source B is 5.24 m away from point P.

The phase difference at point P between these two waves can be calculated as:

Phase Difference = 2π((5.24 - 4.86) m / (0.02 m))

Simplifying this equation gives:

Phase Difference ≈ 3.06π rad