This question is from TBR CBT 4:
Look at the four labeled regions of the curve below, which represents the four steps of the muscle contraction cycle according to the sliding-filament model. Consider only those regions where the actin thin filaments of the sarcomere overlap each other to some degree. In which region is there the LEAST amount of overlap of the actin thin filaments with each other?
I thought that the maximum tension occurs when the sarcomere is the shortest, because this is when the overlap between actin filaments and myosin filaments is the greatest. However, the graph shows that the maximum tension occurs during region III, and according to the explanation, The actin thin filaments do not overlap each other at all in Regions III and IV of the curve. So if the actin filaments do not overlap at III, then how could there be maximal tension?
The answer is (II)
Look at the four labeled regions of the curve below, which represents the four steps of the muscle contraction cycle according to the sliding-filament model. Consider only those regions where the actin thin filaments of the sarcomere overlap each other to some degree. In which region is there the LEAST amount of overlap of the actin thin filaments with each other?
I thought that the maximum tension occurs when the sarcomere is the shortest, because this is when the overlap between actin filaments and myosin filaments is the greatest. However, the graph shows that the maximum tension occurs during region III, and according to the explanation, The actin thin filaments do not overlap each other at all in Regions III and IV of the curve. So if the actin filaments do not overlap at III, then how could there be maximal tension?
The answer is (II)
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