Consider a myelinated axon having Em of -80 mV. Threshold to elicit an action potential is -40 mV. An action potential (100 mV amplitude, measured from Em to peak) arrives at the first node of Ranvier. Local current flowing ahead of the spike reaches the second node, the distance being x = 0.25A. Calculate the magnitude of the depolarization caused by local current reaching the second node using the equation: V = Voe A. 45 mV B. 78 mV C.65 mV D. 100 mv
Consider a myelinated axon having Em of -80 mV. Threshold to elicit an action potential is -40 mV. An action potential (100 mV amplitude, measured from Em to peak) arrives at the first node of Ranvier. Local current flowing ahead of the spike reaches the second node, the distance being x = 0.25A. Calculate the magnitude of the depolarization caused by local current reaching the second node using the equation: V = Voe A. 45 mV B. 78 mV C.65 mV D. 100 mv
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Author:Raymond A. Serway, Chris Vuille
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Chapter1: Units, Trigonometry. And Vectors
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Problem 1CQ: Estimate the order of magnitude of the length, in meters, of each of the following; (a) a mouse, (b)...
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![Consider a myelinated axon having Em of -80 mV. Threshold to elicit an action potential is -40 mV. An action potential (100 mV amplitude, measured from Em to peak) arrives at the first node of Ranvier. Local current flowing ahead of
the spike reaches the second node, the distance being x = 0.25A. Calculate the magnitude of the depolarization caused by local current reaching the second node using the equation: Vx = Voe X/A.
A. 45 mV
B. 78 mV
C. 65 mV
D. 100 mV](/v2/_next/image?url=https%3A%2F%2Fcontent.bartleby.com%2Fqna-images%2Fquestion%2F71730819-1143-42ab-94b1-13eb9f2b1845%2Fcdeabc7e-0570-4ed7-a71a-22049589ee31%2Fdu9os65u_processed.jpeg&w=3840&q=75)
Transcribed Image Text:Consider a myelinated axon having Em of -80 mV. Threshold to elicit an action potential is -40 mV. An action potential (100 mV amplitude, measured from Em to peak) arrives at the first node of Ranvier. Local current flowing ahead of
the spike reaches the second node, the distance being x = 0.25A. Calculate the magnitude of the depolarization caused by local current reaching the second node using the equation: Vx = Voe X/A.
A. 45 mV
B. 78 mV
C. 65 mV
D. 100 mV
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