In free space, which equation correctly relates propagation speed v, frequency f, and wavelength λ?

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Multiple Choice

In free space, which equation correctly relates propagation speed v, frequency f, and wavelength λ?

Explanation:
The speed of a wave is given by multiplying its frequency by its wavelength, so v = f λ. This makes sense because frequency tells how many wave cycles pass each second and wavelength tells how far a single cycle travels; together they determine how far the wavefront moves per second. In free space, that speed is the speed of light, so you can also say λ = c / f if you know the frequency. The other options don’t match the units or the fundamental relation: f/λ has units of per meter, not speed; λ/f has units of meters·seconds, not speed; and c f would have units of meters per second squared, not a speed.

The speed of a wave is given by multiplying its frequency by its wavelength, so v = f λ. This makes sense because frequency tells how many wave cycles pass each second and wavelength tells how far a single cycle travels; together they determine how far the wavefront moves per second. In free space, that speed is the speed of light, so you can also say λ = c / f if you know the frequency. The other options don’t match the units or the fundamental relation: f/λ has units of per meter, not speed; λ/f has units of meters·seconds, not speed; and c f would have units of meters per second squared, not a speed.

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