height in (A) must the wooden board be inclined such that the maximum static friction is obtained when the angle of repose is 32.4°?

College Physics
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Chapter1: Units, Trigonometry. And Vectors
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At what height in (A) must the wooden board be inclined such that the maximum static friction is obtained when the angle of repose is 32.4°?
Consider the following data for the table below:
Base = 84.6 cm
Angle of Repose = 32.4°
• Mass of Block = 100 g
%3D
%3D
• Added Mass on Block = 9.2 g
%3D
Hanging Mass = 251 g
Coefficient of Static Friction (Inclined vs. Horizontal)
Horizontal Surface
Percent
fference
(%)
Inclined Surface
Base Height Value of Angle of Mass of Added Mass HangingValue of
(cm) (cm)
Hs
Repose Block (g) | on Block (g) Mass (g)
(A)
(C)
(B)
(D)
At what height in (A) must the wooden board be inclined
such that the maximum static friction is obtained when
the angle of repose is 32.4°?
27.4 cm
194 cm
133 cm
53.7 cm
Transcribed Image Text:Consider the following data for the table below: Base = 84.6 cm Angle of Repose = 32.4° • Mass of Block = 100 g %3D %3D • Added Mass on Block = 9.2 g %3D Hanging Mass = 251 g Coefficient of Static Friction (Inclined vs. Horizontal) Horizontal Surface Percent fference (%) Inclined Surface Base Height Value of Angle of Mass of Added Mass HangingValue of (cm) (cm) Hs Repose Block (g) | on Block (g) Mass (g) (A) (C) (B) (D) At what height in (A) must the wooden board be inclined such that the maximum static friction is obtained when the angle of repose is 32.4°? 27.4 cm 194 cm 133 cm 53.7 cm
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