Please answer this. I will surely upvote!!! Consider the following data for the table below:• Angle of Repose = 23.6°• Mass of Block = 125 g• Added Mass on Block = 305 gCoefficient of Static Friction (Inclined vs. Horizontal)Inclined SurfaceHorizontal SurfaceAngle ofMass ofAdded MassHangingPercentDifference(%)Base Height Value of(cm) (cm) μsValue ofμsReposeBlock (g)on Block (g)Mass (g)(A)(B)(C)What amount of mass in (B) must be suspended such that the percent different between the coefficientof static friction obtained from both the inclined and horizontal surfaces is 0%?54.6 g188 gO 101 gO 133 g

Answered: Image /qna-images/answer/d17ff258-5d75-4fdc-abca-135b8c540db3.jpg

Consider the following data for the table below: • Angle of Repose = 23.6° • Mass of Block = 125 g • Added Mass on Block = 305 g Coefficient of Static Friction (Inclined vs. Horizontal) Inclined Surface Horizontal Surface Angle of Base Height Value of (cm) (cm) μs Mass of Block (g) Percent Difference (%) Added Mass on Block (g) Hanging Value of μs Repose Mass (g) (A) (B) (C) What amount of mass in (B) must be suspended such that the percent different between the coefficient of static friction obtained from both the inclined and horizontal surfaces is 0%? 54.6 g 188 g O 101 g O 133 g