A tank of water sits on a cart with frictionless wheels as shown. The cart is attached to a mass and the coefficient of static friction of the mass with the ground is µ = 0.50. There is a gate blocking the tank exit and the vertical distance between the free surface and the tank exit is 2 m. The tank exit makes a 60° angle with the horizontal. The tank exit diameter is 50 mm. Now, the gate blocking the tank exit is removed. Find the mass, M, that is sufficient to hold the cart stationary. State all your assumptions clearly. Gate -[60° M = ?

Elements Of Electromagnetics
7th Edition
ISBN:9780190698614
Author:Sadiku, Matthew N. O.
Publisher:Sadiku, Matthew N. O.
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A tank of water sits on a cart with frictionless wheels as shown. The cart is attached to a mass and the coefficient of static friction of the mass with the ground is µ = 0.50. There is a gate blocking the tank exit and the vertical distance between the free surface and the tank exit is 2 m. The tank exit makes a 60o angle with the horizontal. The tank exit diameter is 50 mm. Now, the gate blocking the tank exit is removed. Find the mass, M, that is sufficient to hold the cart stationary.
State all your assumptions clearly.

A tank of water sits on a cart with frictionless wheels as shown. The cart is attached to a mass
and the coefficient of static friction of the mass with the ground is µ = 0.50. There is a gate
blocking the tank exit and the vertical distance between the free surface and the tank exit is 2
m. The tank exit makes a 60° angle with the horizontal. The tank exit diameter is 50 mm. Now,
the gate blocking the tank exit is removed. Find the mass, M, that is sufficient to hold the cart
stationary.
State all your assumptions clearly.
Gate
-[60°
M = ?
Transcribed Image Text:A tank of water sits on a cart with frictionless wheels as shown. The cart is attached to a mass and the coefficient of static friction of the mass with the ground is µ = 0.50. There is a gate blocking the tank exit and the vertical distance between the free surface and the tank exit is 2 m. The tank exit makes a 60° angle with the horizontal. The tank exit diameter is 50 mm. Now, the gate blocking the tank exit is removed. Find the mass, M, that is sufficient to hold the cart stationary. State all your assumptions clearly. Gate -[60° M = ?
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