Solution to problem 13.2.11 from the collection of Kepe O.E.

13.2.11 A material point begins to move from rest downwards along a smooth plane, the angle of inclination of which to the horizon is 10 degrees. It is necessary to calculate the time during which the point will travel a distance of 30 meters. (Answer 5.93)

Solution to problem 13.2.11 from the collection of Kepe O..

We present to your attention a digital product - the solution to problem 13.2.11 from the collection of Kepe O.. This product is intended for everyone who studies physics and needs help with solving problems. Our solution will help you solve this problem easily and quickly, without spending a lot of time searching for a solution yourself.

Our solution includes a detailed description of all solution steps, as well as the answer to the problem. You can be confident in the quality of our product as it is developed by professional physicists with extensive teaching experience.

In addition, our digital product has a convenient format that allows you to easily and quickly access the solution to the problem at any convenient time and from anywhere in the world. So, if you need to solve problem 13.2.11 from the collection of Kepe O.., our solution is the ideal choice.

We present to your attention a digital product - a solution to problem 13.2.11 from the collection of Kepe O.?. This product is intended for anyone who is studying physics and needs help solving problems. Our solution will help you solve this problem easily and quickly, without spending a lot of time searching for a solution yourself.

To solve the problem, it is necessary to determine the time during which a material point will travel a distance of 30 meters, starting to move from rest down along a smooth plane that is inclined at an angle of 10 degrees to the horizon. Solving the problem includes the following steps:

  1. Let us find the projection of the acceleration of free fall onto the axis parallel to the plane along which the material point moves. This projection will be equal to g*sin(10°), where g is the acceleration of free fall, and 10° is the angle of inclination of the plane to the horizon.

  2. Let us determine the acceleration of the material point using the formula a=g*sin(10°), where a is the acceleration of the material point.

  3. Let's find the time of movement of a material point using the formula t=sqrt(2*s/a), where s is the distance that the point will travel, and t is the time during which the point will travel this distance.

Substituting the known values, we get: t=sqrt(230/(gsin(10°))). Using the free fall acceleration value g=9.81 m/s^2, we get t=5.93 seconds.

Thus, our solution includes a detailed description of all steps of the solution, as well as the answer to the problem. You can be confident in the quality of our product as it is developed by professional physicists with extensive teaching experience. In addition, our digital product has a convenient format that allows you to easily and quickly access the solution to the problem at any convenient time and from anywhere in the world.


***


The product is the solution to problem 13.2.11 from the collection of Kepe O.?. The problem is to determine the time during which a material point, initially moving from a state of rest, will travel a distance of 30 m along a smooth plane inclined at an angle of 10° to the horizon. Solving this problem allows you to understand how the tilt of a plane affects the movement of a material point, as well as learn to apply the laws of physics to solve such problems. The answer obtained as a result of solving the problem is 5.93 seconds.


***


  1. Very convenient and understandable task format.
  2. Solution of the problem from the collection of Kepe O.E. helped me understand the material better.
  3. Thanks to the digital format, you can easily and quickly find the task you need.
  4. Solving problem 13.2.11 was very useful for my preparation for the exam.
  5. I am very pleased with the quality of the solution to the problem and the explanations for it.
  6. The digital format makes it easy to save the solution to a problem and return to it at any time.
  7. Solution of the problem from the collection of Kepe O.E. It was useful not only for understanding the material, but also for developing problem-solving skills.
  8. I recommend this solution to the problem to anyone studying the topic.
  9. It is very convenient that solving a problem in digital format can be used on any device.
  10. Thank you for the excellent solution to the problem, it helped me prepare for the exam better.



Peculiarities:




A wonderful solution to the problem from the collection of Kepe O.E. in digital format!

It is very convenient to have access to the solution of problem 13.2.11 in electronic form.

Thank you for the opportunity to purchase a digital version of the solution to the O.E. Kepe problem!

Very quickly I got access to the information I needed thanks to a digital product.

Pleasantly surprised by the quality of the digital solution of the Kepe problem O.E.

I recommend everyone who is looking for a solution to problem 13.2.11 to pay attention to the digital version.

It is very convenient to use a digital product, you can always quickly find the information you need.

Digital format for solving the Kepe problem O.E. is a great solution for those who value their time.

I am very pleased with the purchase of a digital solution to the O.E. Kepe problem. This saves me time and effort.

Thank you very much for the accessible and convenient digital solution of the Kepe O.E. problem!

Related Products

Additional Information

Rating: 4.6
(95)