Question

1. A penguin wants to slide down a hill. If the coefficient of static friction between...

1. A penguin wants to slide down a hill. If the coefficient of static friction between the penguin’s belly and the hill is μs, determine the minimum angle of the hill (θ) for which the penguin could lay down and begin sliding. 3. If a hill is inclined at 30° above horizontal, what’s the maximum coefficient of friction the penguin can have and still slide down? Determine the maximum coefficient if the hill is 45°. Do the values seem reasonable? (i.e. does it make sense which one is higher?)

Homework Answers

Answer #1

please rate this answer thanks

Know the answer?
Your Answer:

Post as a guest

Your Name:

What's your source?

Earn Coins

Coins can be redeemed for fabulous gifts.

Not the answer you're looking for?
Ask your own homework help question
Similar Questions
A block is at rest on an inclined plane whose elevation can be varied. The coefficient...
A block is at rest on an inclined plane whose elevation can be varied. The coefficient of static friction is μs= 0.36, and the coefficient of kinetic friction is μk = 0.16. The angle of elevation θ is increased slowly from the horizontal. At what value of θ does the block begin to slide (in degrees)? What is the acceleration of the block?
A 5 kg box sits on an inclined plane. If the coefficient of static friction between...
A 5 kg box sits on an inclined plane. If the coefficient of static friction between the plane and the box is µs = 0.15. What is the maximum angle θmax that the plane can be inclined without the box sliding?
A block of mass m = 14.5 kg rests on an inclined plane with a coefficient...
A block of mass m = 14.5 kg rests on an inclined plane with a coefficient of static friction of μs = 0.16 between the block and the plane. The inclined plane is L = 6.1 m long and it has a height of h = 3.8 m at its tallest point. A.What angle, θ in degrees, does the plane make with respect to the horizontal? B.What is the magnitude of the normal force, FN in newtons, that acts on...
A mass of 6 kg rests on a floor with a coefficient of static friction of...
A mass of 6 kg rests on a floor with a coefficient of static friction of 0.95 and coefficient kinetic friction of 0.30. One force is applied vertically downward of 22 Newtons and another force is applied at an angle of 28 degrees below the horizontal. Calculate what the magnitude this force needs to be in order to begin to move the mass. If that force is removed and another force is applied at an angle of 28 degrees above...
The coefficient of static friction between a certain hoop and a horizontal floor is 0.40. If...
The coefficient of static friction between a certain hoop and a horizontal floor is 0.40. If the rotational inertia of the hoop about its symmetry axis is given by I = MR2, then the magnitude of the maximum acceleration in m/s2 the hoop can have without sliding is:
Two children are sliding down a snowy hill which is inclined by 47.7 degrees with respect...
Two children are sliding down a snowy hill which is inclined by 47.7 degrees with respect to horizontal. One has a rough sled which has a coefficient of kinetic friction between it and the snow of μ​k= 0.371; the other has a slippery sled which has a coefficient of kinetic friction between it and the snow of μ​k​​ = 0.113. If both children start at the top of the 48.1 m tall hill initially at rest, what is the difference...
If a plastic cup on a plastic dash has a static coefficient of friction of around...
If a plastic cup on a plastic dash has a static coefficient of friction of around 0.15, what is the shortest amount of time (in s) you can decelerate from 70mph to rest in so that the cup does not slide? a. Draw a free-body diagram for the plastic cup. b. Write down the force-acceleration law of motion for the horizontal and the vertical components of all the forces. c. Use the inequality relating the normal and friction forces to...
At a mail sorting facility, packages slide down a ramp but are stopped part way down...
At a mail sorting facility, packages slide down a ramp but are stopped part way down the ramp so that they can be scanned. While the packages are scanned, they are held in place by a horizontal force from a spring‑loaded arm. Calculate the minimum force that must be applied by this arm to hold a package on the ramp. The ramp is at an angle of ?=31.5∘θ=31.5∘ with the horizontal. The package has a mass of 9.25 kg.9.25 kg....
At a mail sorting facility, packages slide down a ramp but are stopped part way down...
At a mail sorting facility, packages slide down a ramp but are stopped part way down the ramp so that they can be scanned. While the packages are scanned, they are held in place by a horizontal force from a spring‑loaded arm. Calculate the minimum force that must be applied by this arm to hold a package on the ramp. The ramp is at an angle of ?=29.5∘θ=29.5∘ with the horizontal. The package has a mass of 8.25 kg.8.25 kg....
Two blocks made of different materials connected together by a thin cord, slide down a plane...
Two blocks made of different materials connected together by a thin cord, slide down a plane ramp inclined at an angle θ to the horizontal as shown in the figure(Figure 1)(block B is above block A). The masses of the blocks are mA and mB and the coefficients of friction are μA and μB.   A) If mA=mB=5.2kg, and μA = 0.23 and μB = 0.33, determine the acceleration of the blocks for an angle θ = 34 ∘.