Solution to problem 11.4.11 from the collection of Kepe O.E.

11.4.11 In this problem there is a rectangular plate that rotates in the plane of the drawing, and a point M moving along the side AB of the plate. The law of motion of point M is given by the formula AM = 3 sin (π/3) t. It is necessary to find the angular velocity of the plate ωе at time t = 2 s, if the Coriolis acceleration at point M at this moment is equal to 4π m/s2. The answer is the number 4.

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The proposed digital product is a solution to the physical problem 11.4.11 from the collection of Kepe O.?. The description of the solution to this problem contains detailed instructions for solving it, which will help you better understand and remember the material.

The problem is to determine the angular velocity of the plate ωе at time t=2 s, if it is known that point M moves along the side AB of the plate according to the law AM = 3 sin (π/3) t, and the Coriolis acceleration at this moment is equal to 4π m/ s2.

By purchasing this digital product, you will be able to download a detailed solution to the problem, formatted in beautiful HTML code, which further improves the visual perception of the material. This will allow you to save time, which is usually spent searching and analyzing various sources of information.

We are confident that this product will be useful for you and will help you achieve success in your studies. Answer to problem 11.4.11 from the collection of Kepe O.?. equals 4.

Welcome to our digital goods store! We offer you a unique product - a solution to problem 11.4.11 from the collection of Kepe O.?.

In this problem, there is a rectangular plate that rotates in the plane of the drawing, and a point M moving along the side AB of the plate. The law of motion of point M is given by the formula AM = 3 sin (π/3) t. It is necessary to find the angular velocity of the plate ωе at time t = 2 s, if the Coriolis acceleration at point M at this moment is equal to 4π m/s2.

Our solution is a detailed description of the algorithm for solving this problem in physics. We provide step-by-step instructions to help you better understand and remember the material.

The solution is designed in beautiful HTML code, which further improves the visual perception of the material. You can download this digital product and save it on your device so you can access it at any time.

By purchasing this product, you save your time, because you do not have to spend it searching and analyzing various sources of information. We hope that our solution will be useful for you and help you achieve success in your studies! Answer to the problem: 4.

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This product is a solution to problem 11.4.11 from the collection of Kepe O.?. The problem is to determine the angular velocity of the plate at time t = 2 s, if it is known that point M moves according to the law AM = 3 sin (π/3) t along side AB of a rectangular plate rotating in the drawing plane, and the Coriolis acceleration at the point M at this moment is equal to 4π m/s2. The answer to the problem is 4.

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