A penguin of mass, m, is on an inclined surface (hill), as shown in the diagram. The inclined surface is at an angle of e from the flat ground. The coefficient of static friction, µs = 0.498 and the coefficient of kinetic friction, H; = 0.295. Also assume there is a force from gravity (i.e. the weight, W = mg, is pointed straight down towards the ground, as always). a) Draw a free body diagram for the penguin, with the coordinate system rotated so that the x-axis is parallel to inclined plane (see Lecture 18, slide 5 for an example). You must draw the coordinate system like we do in class. Label all forces. Note: in this coordinate system, the weight is not aligned with x or y, so make sure you also draw and label the components of the weight vector. Write the components of weight in terms of m, g, and 0.
A penguin of mass, m, is on an inclined surface (hill), as shown in the diagram. The inclined surface is at an angle of e from the flat ground. The coefficient of static friction, µs = 0.498 and the coefficient of kinetic friction, H; = 0.295. Also assume there is a force from gravity (i.e. the weight, W = mg, is pointed straight down towards the ground, as always). a) Draw a free body diagram for the penguin, with the coordinate system rotated so that the x-axis is parallel to inclined plane (see Lecture 18, slide 5 for an example). You must draw the coordinate system like we do in class. Label all forces. Note: in this coordinate system, the weight is not aligned with x or y, so make sure you also draw and label the components of the weight vector. Write the components of weight in terms of m, g, and 0.
Related questions
Question
![A penguin of mass, m, is on an inclined surface (hill), as shown in the diagram. The inclined surface is at
an angle of 0 from the flat ground. The coefficient of static friction, µs = 0.498 and the coefficient of
kinetic friction, Hg = 0.295. Also assume there is a force from gravity (i.e. the weight, W = mg, is pointed
straight down towards the ground, as always).
a) Draw a free body diagram for the penguin, with the coordinate system rotated so that the x-axis
is parallel to inclined plane (see Lecture 18, slide 5 for an example). You must draw the
coordinate system like we do in class. Label all forces. Note: in this coordinate system, the
weight is not aligned with x or y, so make sure you also draw and label the components of the
weight vector. Write the components of weight in terms of m, g, and 0.](/v2/_next/image?url=https%3A%2F%2Fcontent.bartleby.com%2Fqna-images%2Fquestion%2F1e48e704-0f6b-4d35-a17c-aafc95ca01b5%2Ff5c4a787-30ce-4caa-a507-7e6dec702e0e%2Ftdmtb_processed.png&w=3840&q=75)
Transcribed Image Text:A penguin of mass, m, is on an inclined surface (hill), as shown in the diagram. The inclined surface is at
an angle of 0 from the flat ground. The coefficient of static friction, µs = 0.498 and the coefficient of
kinetic friction, Hg = 0.295. Also assume there is a force from gravity (i.e. the weight, W = mg, is pointed
straight down towards the ground, as always).
a) Draw a free body diagram for the penguin, with the coordinate system rotated so that the x-axis
is parallel to inclined plane (see Lecture 18, slide 5 for an example). You must draw the
coordinate system like we do in class. Label all forces. Note: in this coordinate system, the
weight is not aligned with x or y, so make sure you also draw and label the components of the
weight vector. Write the components of weight in terms of m, g, and 0.
Expert Solution
![](/static/compass_v2/shared-icons/check-mark.png)
This question has been solved!
Explore an expertly crafted, step-by-step solution for a thorough understanding of key concepts.
Step by step
Solved in 2 steps with 1 images
![Blurred answer](/static/compass_v2/solution-images/blurred-answer.jpg)