Part 1 /2 High School by SSL Technologies Physics Ex-39 Click Potential energy is stored energy because it has the “potential” of being used at a future.

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Presentation transcript:

Part 1 /2 High School by SSL Technologies

Physics Ex-39 Click Potential energy is stored energy because it has the “potential” of being used at a future time. The potential energy of an object, E P, depends upon its position. PART-1 /2 When an object is raised, work is done. The energy used to raise the object is in the form of gravitational potential energy or just simply the potential energy. The formula for potential energy is as follows: E P = mgh where: E P = the Potential Energy (in joules) m = the mass (in kilograms) g = the acceleration due to gravity 9.8 m/s 2 or (10 m/s 2 ) h = the height (in meters) Also, since w = mg Click E P = wh Note that for any object, E P is directly proportional to the height.

Physics Ex-39 Click In raising an object, the potential energy gained by the object does not depend upon the path of the object. That is, the height is the perpendicular distance from the horizontal. In the illustration below, a 1 kg object is raised 1 metre. In each case, the potential energy gained by the object is 10 J. PART-1 IMPORTANT The potential energy of a system depends upon where we choose the base for the height, h. W

Physics Ex-39 The Law of Conservation of energy states that energy cannot be created nor destroyed. Thus, when an object is raised, work is done and the object stores the energy in the form of potential energy. When the object falls freely, the potential energy in converted into kinetic energy. Gradually, as the object falls down, the loss in potential energy becomes the gain in kinetic energy. However, at all points during the fall, the total energy is the sum of the potential energy plus the kinetic energy and remains constant. Click PART-1 E P = Maximum E K = 0 E K = Maximum E P = 0 E T = E P + E K

Physics Ex-39 Click PART-1 In solving energy problems involving the inclined plane, separate the energy calculations into three parts as listed below. H I N T  Work to overcome friction: W = fs (If the system is ideal, then skip this part)  Work to accelerate the object:  E K (Consider the inclined plane as an ideal horizontal plane)  Work to raise the object:  E P or W = wg = mgh

Click Use g = 10 m/s 2 for the Earth’s gravitational acceleration. R e m i n d e r

Physics Ex-39 Question-1 A 20 kg object is raised 3 metres. Calculate the work done and tell where the energy went. Click The work goes to the object in the form of potential energy (E P ). Click

Physics Ex-39 Question-2 A ball is thrown up in the air. Explain the change in energy of the ball while going up and while coming back down. Click a) Going up: ______________________________________________ b) Coming down: ______________________________________________ The ball loses E K but gains in E P. The ball loses E P but gains in E K.

Physics Ex-39 Question-3 A 1400 kg car is traveling at 10 m/s. Upon arriving at a hill, the car is allowed to coast. How high up the hill will the cart rise before coming to a stop? Click

Physics Ex-39 Question-4 An empty swing is at its highest point 3 m from the ground and at its lowest point 1 m from the ground. What is its maximum speed at its lowest point? Click 3 m – 1 m

Physics Ex-39 Question-5 An object is thrown vertically upward. Which graph represents the potential energy of the object as a function of its height? Click

Physics Ex-39 Question-6 A 10 kg object falls from a height of 12 m. Fill in the potential, kinetic and total energy of the object at the given points. Click J 0 Click 900 J 300 J J Click 600 J J Click 300 J 900 J J 0 Click

Physics Ex-39 Question-7 A 1 kg mass is fired into the air with a vertical velocity of 30 m/s. Fill in the potential, kinetic and total energy of the object for each second it rises. Click 450 J 0 Click 400 J 50 J 450 J 250 J 450 J Click J Click

Physics Ex-39 Question-8 A 2 kg object falls from rest. Fill in the potential, kinetic and total energy of the object for the first 3 seconds of fall. Click 900 J 0 Click 800 J 100 J 900 J Click 800 J 100 J 900 J Click J Click

Physics Ex-39 Question-9 An object starts from rest and slides down a frictionless ramp from a height of 10 m. What is the speed of the object at the bottom of the ramp? Click

Physics Ex-39 Question-10 Which of the following graphs correctly illustrates the relationship between the kinetic energy of a car versus its velocity. Click

Physics Ex-39 Question-11 A 20 kg block is pushed up an incline at a constant velocity of 6 m/s by a force applied parallel to the incline (F A ). As illustrated in the diagram, the incline is 10 m long and 5 m high. Assuming the system is frictionless, answer the following questions concerning the block while sliding up the incline. Click Part-A: Work done to accelerate the block. a) What is the change in velocity? (  v) Click 0 b) What is the acceleration? Click 0 c) What is the initial E K of the block? Click 360 J Click d) What is the final E K of the block? Click 360 J Click e) How much E K did the car gain? Click 0

Physics Ex-39 h) How much work is done to raise the block? Question-11 A 20 kg block is pushed up an incline at a constant velocity of 6 m/s by a force applied parallel to the incline (F A ). As illustrated in the diagram, the incline is 10 m long and 5 m high. Assuming the system is frictionless, answer the following questions concerning the block while sliding up the incline. Click Part-B: Work done to raise the block (relative to base line). f) What is the weight of the block? Click 200 N g) What height is the block raised? Click 5 m Click J Click i) What is the initial E P of the block? Click 0 j) What is the final E P of the block? Click J Click k) How much E P did the block gain? J Click “Given”

Physics Ex-39 Question-12 A 20 kg block is pushed up an incline at a constant velocity of 6 m/s by a force applied parallel to the incline (F A ). As illustrated in the diagram, the incline is 10 m long and 5 m high. If the force of friction is 20 N, answer the following questions concerning the block while sliding up the incline. Click Part-A: Work done to accelerate the block. a) What is the change in velocity? (  v) Click 0 b) What is the acceleration? Click 0 c) What is the initial E K of the block? Click 360 J Click d) What is the final E K of the block? Click 360 J Click e) How much E K did the block gain? Click 0

Physics Ex-39 Question-12 A 20 kg block is pushed up an incline at a constant velocity of 6 m/s by a force applied parallel to the incline (F A ). As illustrated in the diagram, the incline is 10 m long and 5 m high. If the force of friction is 20 N, answer the following questions concerning the block while sliding up the incline. h) How much work is done to raise the block? Part-B: Work done to raise the block (relative to base line). f) What is the weight of the block? Click 200 N g) What height is the block raised? Click 5 m Click J Click i) What is the initial E P of the block? Click 0 j) What is the final E P of the block? Click J Click k) How much E P did the block gain? J Click “Given” Click

Physics Ex-39 Question-12 A 20 kg block is pushed up an incline at a constant velocity of 6 m/s by a force applied parallel to the incline (F A ). As illustrated in the diagram, the incline is 10 m long and 5 m high. If the force of friction is 20 N, answer the following questions concerning the block while sliding up the incline. n) What is the total work done? Part-C: Work done to overcome friction. l) What is the frictional force? Click 20 N m) What work is done to overcome friction? Click 200 J Click J Click friction “given ” W T = Increase in E K + Increase in E P + Work to overcome friction = J J = 1200 J

Physics Ex-39 Question-13 Starting from rest, a 20 kg block is pushed 10 m up an incline resulting in a final velocity of 10 m/s. As illustrated, the force applied (F A ) acts parallel to the incline thereby raising the block 5 m. Assuming there is no friction, answer the following questions concerning the block while sliding up the incline. Click Part-A: Work done to accelerate the block. a) What is the change in velocity? (  v) Click 10 m/s b) What is the acceleration? Click 0 c) What is the initial E K of the block? Click 360 J Click d) What is the final E K of the block? Click 360 J Click e) How much E K did the block gain? Click 0

Physics Ex-39 Question-13 Starting from rest, a 20 kg block is pushed 10 m up an incline resulting in a final velocity of 10 m/s. As illustrated, the force applied (F A ) acts parallel to the incline thereby raising the block 5 m. Assuming there is no friction, answer the following questions concerning the block while sliding up the incline. Part-B: Work done to raise the block (relative to base line). f) What is the weight of the block? Click 200 N g) What height is the block raised? Click 5 m h) How much work is done to raise the block? Click J Click i) What is the initial E P of the block? Click 0 j) What is the final E P of the block? Click J Click k) How much E P did the block gain? J “ given ” Click

Physics Ex-39 W T = Increase in E K + Increase in E P + Work to overcome friction = 100 J J + 0 = 2000 J Question-13 Starting from rest, a 20 kg block is pushed 10 m up an incline resulting in a final velocity of 10 m/s. As illustrated, the force applied (F A ) acts parallel to the incline thereby raising the block 5 m. Assuming there is no friction, answer the following questions concerning the block while sliding up the incline. Part-C: Work done to overcome friction. f) What is the frictional force? 0 g) What work is done to overcome friction? 0 h) What is the total work done? J “ given ” Click “ frictionless ” Click

Physics Ex-39 Question-14 Starting from rest, a 20 kg block is pushed 10 m up an incline resulting in a final velocity of 10 m/s. As illustrated, the force applied (F A ) acts parallel to the incline thereby raising the block 5 m. If the force of friction is 20 N, answer the following questions concerning the block while sliding up the incline. Click a) What is the change in velocity? (  v) Click 10 m/s b) What is the acceleration? Click 0 c) What is the initial E K of the block? Click 360 J Click d) What is the final E K of the block? Click 360 J Click e) How much E K did the car gain? Click 0 Work done to accelerate the mass.

Physics Ex-39 Question-15 A tool whose mass is 600 g, falls 12 m into a box of sand. If the tool sinks 4 cm into the sand, calculate the (average) stopping force of the sand. Click

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