What describes the relationship between wavelength and frequency in radar theory?

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Multiple Choice

What describes the relationship between wavelength and frequency in radar theory?

Explanation:
Wavelength and frequency are tied by the wave speed. For radar waves traveling through air, the speed is essentially the speed of light, so c ≈ 3×10^8 m/s. The relationship is c = fλ, which rearranges to λ = c / f. Since c is constant, wavelength is inversely proportional to frequency: as frequency goes up, wavelength goes down. Doubling the frequency halves the wavelength; halving the frequency doubles the wavelength. This inverse link explains why higher-frequency radar offers finer resolution (shorter wavelengths) but can have different propagation and attenuation characteristics compared to lower frequencies.

Wavelength and frequency are tied by the wave speed. For radar waves traveling through air, the speed is essentially the speed of light, so c ≈ 3×10^8 m/s. The relationship is c = fλ, which rearranges to λ = c / f. Since c is constant, wavelength is inversely proportional to frequency: as frequency goes up, wavelength goes down. Doubling the frequency halves the wavelength; halving the frequency doubles the wavelength. This inverse link explains why higher-frequency radar offers finer resolution (shorter wavelengths) but can have different propagation and attenuation characteristics compared to lower frequencies.

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