Explanation: Logarithmic receivers are designed so that their output signal is proportional to the logarithm of the input signal power. This characteristic allows them to compress an extremely wide range of input signal strengths into a manageable output range. Therefore, **B) Can't be saturated** is correct. Unlike linear receivers that will "clip" or reach a maximum output level when the input signal exceeds a certain threshold (saturation), logarithmic receivers continue to provide a proportional (albeit logarithmically scaled) output across many orders of magnitude of input power. They effectively compress the dynamic range rather than saturating. Let's look at the others: * **A) Can’t be damaged:** All electronic components can be damaged by excessive input power or improper operation. A logarithmic response doesn't confer invulnerability. * **C) Should not be used in RADAR systems:** This is incorrect. Logarithmic receivers are often preferred in RADAR systems because radar echoes have an enormous dynamic range (strong reflections from nearby targets, weak reflections from distant ones). Their ability to handle this wide range without saturation makes them highly suitable for radar applications. * **D) Have low sensitivity:** Sensitivity is the ability to detect weak signals. Logarithmic receivers can still have excellent sensitivity; their logarithmic characteristic primarily relates to their response to *strong* signals and their ability to handle a wide *dynamic range*, not necessarily their noise floor or minimum detectable signal.