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Which of the following scenarios fits all of the criteria for the two-source interference equations to be valid?

A. An observer is standing far away from two red LED signal lights.

B. Light from an incandescent bulb shines onto a screen with a single slit; then the light shines onto a screen with two slits in it and the light from the two slits finally shines onto a far-away screen.

C. An observer stands on a road far away from two neighboring radio towers for different radio stations.

D. Light from an incandescent bulb shines onto a screen with a single slit; then the light shines onto a screen with two slits in it and the light from the two slits finally shines onto a nearby screen.

E. An observer stands on a road that runs five kilometers away from the two synchronized transmitting towers for a radio station.

Answer :

Final answer:

The best scenario for the two-source interference equations is when an observer is standing far away from two red LED signal lights. This is because the scenario involves two coherent sources of light and the observer is at a distance where the interference pattern from the two sources will be observable.

Explanation:

The scenario that fits all the criteria for the two-source interference equations to be valid is a. An observer is standing far away from two red LED signal lights.

This is because two-source interference requires two coherent sources of waves such as light or sound. These sources must be nearly the same distance from the observer for the equations to be valid. In this case, the two red LED lights act as coherent sources of light, and if the observer is far away, the difference in distance to each LED is negligible, meaning the interference pattern will be observable.

Scenarios b, c and e involve sources such as radio towers or incandescent bulbs, but without more information, it's uncertain whether they meet the conditions for interference. Scenario d is ruled out because the screen is close to the slits, which violates the assumption of the equations that the screen (observer) should be far relative to the slit separation.

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