If 3 MHz sound has a 2 dB attenuation in 1 cm of tissue, what is the attenuation of 6 MHz sound in 0.5 cm of the same tissue?

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Multiple Choice

If 3 MHz sound has a 2 dB attenuation in 1 cm of tissue, what is the attenuation of 6 MHz sound in 0.5 cm of the same tissue?

Explanation:
Attenuation in tissue scales with both frequency and distance along the path, assuming a constant attenuation coefficient. From the given data, 3 MHz attenuates by 2 dB over 1 cm, so the attenuation coefficient is 2 dB per (cm·MHz) = 2/3 dB/(cm·MHz). Now apply to 6 MHz over 0.5 cm: attenuation = (2/3) × 0.5 × 6 = 2 dB. An intuitive check: doubling the frequency tends to double attenuation, but halving the distance halves attenuation, so overall the result remains the same in this case.

Attenuation in tissue scales with both frequency and distance along the path, assuming a constant attenuation coefficient. From the given data, 3 MHz attenuates by 2 dB over 1 cm, so the attenuation coefficient is 2 dB per (cm·MHz) = 2/3 dB/(cm·MHz).

Now apply to 6 MHz over 0.5 cm: attenuation = (2/3) × 0.5 × 6 = 2 dB.

An intuitive check: doubling the frequency tends to double attenuation, but halving the distance halves attenuation, so overall the result remains the same in this case.

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