π Negative feedback biology examples (9 MCQs)
π From Campbell Biology β’ 1. Evolution and the theme of Biology and Scientific Inquiry β’ 9 questions available
What is Negative feedback biology examples?
Definition:
Negative feedback is a regulatory mechanism in biological systems where a change in a physiological variable triggers a response that counteracts or reverses the initial change, thereby maintaining homeostasis and stability within a narrow range, and it is characterized by the response being opposite to the stimulus, ensuring that conditions remain optimal for cellular and organismal function.
Working:
This mechanism works through a loop involving a sensor that detects deviations from a set point, a control center that processes information and initiates a response, and effectors that carry out the corrective action, with the strength of the response being proportional to the magnitude of the deviation, often described by the equation , where is a gain factor, indicating that larger deviations produce stronger corrective responses.
Example:
A classic example is body temperature regulation in humans, where if body temperature rises above 37Β°C, sensors in the hypothalamus detect the change, and effectors like sweat glands and skin blood vessels promote heat loss through evaporation and radiation, lowering the temperature back to normal, and if temperature drops, shivering and vasoconstriction generate and conserve heat.
Reason:
Negative feedback is essential for life because it enables organisms to maintain a stable internal environment despite external fluctuations, and its failure leads to diseases like diabetes (where blood glucose regulation is impaired) and hypertension, making it a central concept in physiology, medicine, and understanding homeostatic disorders.
π All Negative feedback biology examples MCQs
Q1. Which statement best describes the defining feature of negative feedback in a biological regulatory process?
π Explanation: Negative feedback occurs when a system's response counteracts the initial stimulus. This tends to stabilize internal conditions by reducing deviations rather than continuously amplifying them. The response does not necessarily reverse every biological process.
Q2. A thermostat maintains room temperature near . When temperature rises, cooling increases; as temperature approaches the target, cooling decreases. Why is this negative feedback?
π Explanation: The temperature rise is the initial stimulus, while increased cooling is the response. As cooling lowers the temperature toward the set point, the original deviation becomes smaller, so the response itself decreases. This counteraction characterizes negative feedback.
Q3. During exercise, body temperature rises. Increased sweating promotes heat loss, which lowers body temperature. If sweating decreases as temperature returns toward normal, what is the most reasonable prediction?
π Explanation: A rise in body temperature stimulates sweating, and evaporation removes heat. Once temperature falls toward its regulated level, the stimulus for sweating weakens. Therefore, sweating decreases rather than remaining unnecessarily high or continuing to intensify.
Q4. A student claims, 'Negative feedback means the response must always be numerically smaller than the initial stimulus.' Which correction is most accurate?
π Explanation: The student's reasoning confuses magnitude with regulatory effect. A negative-feedback response can be large or small; what matters is that its effect reduces the deviation produced by the initial stimulus. Regulation depends on direction and system behavior.
Q5. A biological variable changes from to units after a disturbance. A regulatory response then moves it to units and weakens as the variable approaches . A second response instead moves it to units. Which conclusion is best supported?
π Explanation: The original deviation is units above the regulated value. The first response reduces that deviation to units, directly counteracting the disturbance. The second response increases the deviation to units, indicating amplification rather than negative feedback.
Q6. A graph of a regulated variable shows the following pattern after a disturbance: . The response becomes progressively weaker as the variable approaches . What does this pattern most strongly indicate?
π Explanation: The variable initially deviates from , reaching , but subsequent regulation reduces the deviation to , , and finally . The declining correction as the variable approaches its regulated level is characteristic of stabilizing negative feedback.
Q7. A researcher blocks the response pathway that normally corrects a rise in a regulated variable. Immediately afterward, the variable remains elevated for a much longer time. Which interpretation best explains the observation?
π Explanation: If blocking a response pathway causes an elevated variable to persist, that pathway likely contributes to restoring the regulated condition. Removing it reduces the system's ability to counteract the initial disturbance, demonstrating the functional importance of negative feedback.
Q8. Two regulatory systems respond to the same disturbance. System A reduces a deviation from units to units, while System B reduces it from to units during the same interval. Which system demonstrates stronger corrective regulation based only on these observations?
π Explanation: Both systems show negative feedback because each reduces the deviation. However, System A reduces the deviation by units compared with units for System B. Under the same conditions and interval, this indicates stronger observed corrective regulation.
Q9. A regulated variable is displaced from its normal value. The first response reduces the displacement, but a second response then increases it again, causing repeated oscillations around the normal value. Which explanation is most plausible?
π Explanation: Negative feedback can produce oscillations when corrective responses are delayed, too strong, or poorly synchronized with changes in the regulated variable. The system may repeatedly overshoot and correct rather than smoothly returning to the target value.