Question

A crane is used to lift a 2500 kg crate off the ground. How much work...

  1. A crane is used to lift a 2500 kg crate off the ground.
  1. How much work is done in raising the crate 35 meters above the ground?
  2. What is the crate’s potential energy at that height?
  3. At the top of the lift, the crate is dropped. How long does it take to hit the ground?
  4. What is the crate’s velocity at impact?
  1. Given a cylinder of radius 5 cm and height 10 cm,
  1. What is the surface area?
  2. What is the volume?
  3. What is the surface area to volume ratio?
  4. If the radius is increased to 10 cm, how does the surface area to volume ratio change (i.e. increase, decrease, stay the same).

Homework Answers

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 2430-N piano was hoisted 30 meters above the ground using a hydraulic lift. How strong...
A 2430-N piano was hoisted 30 meters above the ground using a hydraulic lift. How strong is the force exerted on the master cylinder and how far is the master cylinder moved? The ratio of the area of the master cylinder to the area of the second cylinder is 150.
A hydraulic jack is designed to lift a car by exerting an output force 100 times...
A hydraulic jack is designed to lift a car by exerting an output force 100 times as large as the input (see class notes). (a) What must be the ratio of the cylinder diameter on the output side to that on the input side? (b) If the input side is pushed down by 10 cm, how much does the output side move up? (The fluid volume lost on the input side is gained on the output side.) (c) Show that...
In the figure, a solid cylinder of radius 5.3 cm and mass 17 kg starts from...
In the figure, a solid cylinder of radius 5.3 cm and mass 17 kg starts from rest and rolls without slipping a distance L = 7.6 m down a roof that is inclined at angle θ = 22°. (a) What is the angular speed of the cylinder about its center as it leaves the roof? (b) The roof's edge is at height H = 3.8 m. How far horizontally from the roof's edge does the cylinder hit the level ground?
In the figure, a solid cylinder of radius 24 cm and mass 16 kg starts from...
In the figure, a solid cylinder of radius 24 cm and mass 16 kg starts from rest and rolls without slipping a distance L = 7.9 m down a roof that is inclined at angle θ = 38°. (a) What is the angular speed of the cylinder about its center as it leaves the roof? (b) The roof's edge is at height H = 4.3 m. How far horizontally from the roof's edge does the cylinder hit the level ground?
A) A 1500-kg car is lifted to a height h by a hydraulic lift containing an...
A) A 1500-kg car is lifted to a height h by a hydraulic lift containing an incompressible fluid. A force of F_1 applied on a piston of area A_1 results in a larger force of F_2 on the plunger of larger area A_2. Suppose the piston has a radius of 0.0120 m and the plunger’s radius is 0.150 m. Calculate the height to which the car is lifted if the work done by the plunger is 200 J. (Assume that...
its on work and engery a.) How much work is done lifting a 150 kg box...
its on work and engery a.) How much work is done lifting a 150 kg box by 5 meters? b.) How much work is done lifting the box by pulling 30 meters on a rope attached to a pulley system using 245.25 N? c.) How much work is done turning a crank with radius 0.5 meters attached by a rope to the box through 50 full turns using 294.3 N? d.) How much work is done by the box in...
(a) (2 marks) A 2000-kg car is lifted to a height h by a hydraulic lift...
(a) A 2000-kg car is lifted to a height h by a hydraulic lift containing an incompressible fluid. A force of F1 applied on a piston of area A1 results in a larger force of F2 on the plunger of larger area A2 . Suppose the piston has a radius of 0.0120 m and the plunger’s radius is 0.750 m. Calculate the height to which the car is lifted if the work done by the plunger is 200 J. (Assume...
10. How much work is done when a ping pong ball of mass .40 kg speeds...
10. How much work is done when a ping pong ball of mass .40 kg speeds up from 6 m/s to 10 m/s in 45 seconds and travels 14 km? a) 5 x 10-2 J b) 5 x 102 J c) 5 x 10-4 J d) 5 x 104 J 11. Convert 4π/3 radians to degrees. ___________________________. 12. A physics textbook is dropped from 20 m and has a mass of 14 kg. What is its kinetic energy 5/9 of...
Activity 2: Applications of the Derivatives To make a phrase/words, solve the 18 application of derivatives...
Activity 2: Applications of the Derivatives To make a phrase/words, solve the 18 application of derivatives below. Then replace each numbered blank with the letter corresponding to the answer for that problem. Show all solutions on the answers given below. "__ __ __    __ __ __ __ __ __ ,    __ __ __    __ __    __ __ __ __ ."                                                                                                                                  1-2. A certain calculus student hit Mr. Pleacher in the head with a snowball. If the snowball is melting...
1)A 7.50 kg disk with a diameter of 88.0 cm is spinning at a rate of...
1)A 7.50 kg disk with a diameter of 88.0 cm is spinning at a rate of 280 revolutions per minute. A block of wood is pressed into the edge of the disk with a force of 35.0 N. The coefficient of friction between the wood and the disk is 0.300. How long does it take the disk to stop spinning? A)4.60s B)22.0s C)15.0s D)1.20s E)8.90s 2)The moon has a mass of 7.40 x 10^22 kg and a diameter of 3476...