• Base = 84.1 cm Angle of Repose = 31.7° Mass of Block = 100 g • Added Mass on Block = 2.7 g • Hanging Mass = 290 g Coefficient of Static Friction (Inclined vs. Horizontal) Inclined Surface Horizontal Surface Percent Base Height Value of Angle of Mass of Added Mass Hanging Value of Difference Repose Block (g) | on Block (g)| Mass (g) (cm) (cm) Hs Hs (%) (A) (В) (C) (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 31.7°? O 237 cm O 26.7 cm O 136 cm O 51.9 cm

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Chapter1: Units, Trigonometry. And Vectors
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Base = 84.1 cm Angle of Repose = 31.7° Mass of Block = 100 g Added Mass on Block = 2.7 g Hanging Mass = 290 g 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 31.7°?
• Base = 84.1 cm
• Angle of Repose = 31.7°
• Mass of Block = 100 g
• Added Mass on Block = 2.7 g
• Hanging Mass = 290 g
Coefficient of Static Friction (Inclined vs. Horizontal)
Inclined Surface
Horizontal Surface
Percent
Difference
Height Value of Angle of
Hs
Base
Mass of
Added Mass Hanging Value of
(cm)
(cm)
Repose Block (g) | on Block (g)| Mass (g)
Hs
(%)
(A)
(B)
(C)
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 31.7°?
O 237 cm
O 26.7 cm
O 136 cm
O 51.9 cm
Transcribed Image Text:• Base = 84.1 cm • Angle of Repose = 31.7° • Mass of Block = 100 g • Added Mass on Block = 2.7 g • Hanging Mass = 290 g Coefficient of Static Friction (Inclined vs. Horizontal) Inclined Surface Horizontal Surface Percent Difference Height Value of Angle of Hs Base Mass of Added Mass Hanging Value of (cm) (cm) Repose Block (g) | on Block (g)| Mass (g) Hs (%) (A) (B) (C) 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 31.7°? O 237 cm O 26.7 cm O 136 cm O 51.9 cm
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