According to the information on #1-4Do Question 5 plz.5) If, upon reaching the bottom of the frictionless ramp the book slides onto a frictionless loop, what is the largest radius loop which would allow the book to complete the loop? **Problem 1:**A student does 125.0 J of work lifting a 12.0 kg book. How high was the book lifted?*Answer:* 1.06 m high---**Problem 2:**The book from problem 1 is then allowed to slide down a straight ramp which makes a 26.0° angle above the horizontal, and the book reaches its original position at the end of this ramp. How fast would it be going if there was no friction?*Answer:* 6.88 m/s---**Problem 3:**If the book is actually going 3.00 m/s, what was the coefficient of friction between the book and the ramp?*Answer not provided.*---This set of physics problems explores the concepts of work, energy, and friction, focusing on lifting and sliding dynamics. **Problems:**3) If the book is actually going 3.00 m/s, what was the coefficient of friction between the book and the ramp?4) How much work did friction do on the book?**Explanation:**These questions are likely part of a physics exercise involving the concepts of friction and work done by forces. - **Question 3**: To find the coefficient of friction, you might need details about the forces acting on the book and the incline of the ramp. This typically involves using the formula for frictional force and considering the components of gravitational force acting along the ramp.- **Question 4**: The work done by friction can be calculated if you know the frictional force and the distance over which it acts. The formula used here is generally \( W = f \cdot d \), where \( W \) is the work done, \( f \) is the frictional force, and \( d \) is the distance.No graphs or diagrams were present in the image.

Name: According to the information on #1-4Do Question 5 plz.5) If, upon reac
Uploaded: 2024-03-20T06:56:46.000Z
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Description: According to the information on #1-4Do Question 5 plz.5) If, upon reaching the bottom of the frictionless ramp the book slides onto a frictionless loop, what is the largest radius loop which would allow the book to complete the loop? **Problem 1:**A