For the same centrifugal governor introduced in Part A, assume that each sphere's center is located at a distance 1 = 17.0 cm from the pin and the mass of each sphere is m = 710 g. If the angle between each thin rod and the central shaft is = 20.0° when the apparatus is rotating, what is H₁, the angular momentum of the two spheres? Neglect the mass of the thin rods. Express your answer numerically to three significant figures with the appropriate units. ► View Available Hint(s) μA Submit H₁ = 37.5 mNm s The unit you entered is not recognized. Review a list of acceptable units. No credit lost. Try again. ? Previous Answers Request Answer

College Physics
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Author:Raymond A. Serway, Chris Vuille
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Chapter1: Units, Trigonometry. And Vectors
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**Part B**

For the same centrifugal governor introduced in Part A, assume that each sphere's center is located at a distance \( l = 17.0 \, \text{cm} \) from the pin and the mass of each sphere is \( m = 710 \, \text{g} \). If the angle between each thin rod and the central shaft is \( \theta = 20.0^\circ \) when the apparatus is rotating, what is \( H_1 \), the angular momentum of the two spheres? Neglect the mass of the thin rods.

Express your answer numerically to three significant figures with the appropriate units.

[View Available Hint(s)]

\[ H_1 = \]

\[ 37.5 \]

\[ \text{mN·m·s} \]

*The unit you entered is not recognized. Review a list of acceptable units. No credit lost. Try again.*

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**Part C** 
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Transcribed Image Text:**Part B** For the same centrifugal governor introduced in Part A, assume that each sphere's center is located at a distance \( l = 17.0 \, \text{cm} \) from the pin and the mass of each sphere is \( m = 710 \, \text{g} \). If the angle between each thin rod and the central shaft is \( \theta = 20.0^\circ \) when the apparatus is rotating, what is \( H_1 \), the angular momentum of the two spheres? Neglect the mass of the thin rods. Express your answer numerically to three significant figures with the appropriate units. [View Available Hint(s)] \[ H_1 = \] \[ 37.5 \] \[ \text{mN·m·s} \] *The unit you entered is not recognized. Review a list of acceptable units. No credit lost. Try again.* [Submit] [Previous Answers] [Request Answer] **Part C** Complete previous part(s)
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