Explanation Given info: The capacitance or the clavus sample is 1.2 nF and the capacitance for the verruca sample is 5.85 nF . Explanation: For clavus, Formula to calculate the angular frequency of the circuit, ω = 2 π f Here, f is the natural frequency of the circuit. Formula to calculate the reactance of the clavus, X C = 1 ω C clavus Here, ω is the angular frequency of the circuit. C clavus is the capacitance of the clavus. Substitute 2 π f for ω in above equation to calculate reactance of the capacitor, X C = 1 2 π f C clavus (1) Substitute 1.2 nF for C and 80 Hz for f in equation (1). X C = 1 2 π f ( 1.2 nF ( 10 − 9 F 1 nF ) ) (2) For verruca, Formula to calculate the angular frequency of the circuit, ω = 2 π f Here, f is the natural frequency of the circuit. Formula to calculate the reactance of the clavus, X C ′ = 1 ω C verruca Here, ω is the angular frequency of the circuit. C verruca is the capacitance of the clavus. Substitute 2 π f for ω in above equation to calculate reactance of the capacitor, X C ′ = 1 2 π f C verruca (3) Substitute 1.2 nF for C verruca and 80 Hz for f in equation (3). X C ′ = 1 2 π f ( 5

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ISBN: 9780134051802

Author: Walker

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Chapter 24, Problem 94PP

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The ratio of the capacitance reactance of a typical clavus sample to that of verruca.

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Chapter 24, Problem 93GP

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The ratio of the capacitance reactance of a typical clavus sample to that of verruca.

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The ratio of the capacitance reactance of a typical clavus sample to that of verruca.

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