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101 Newton’s Second Law Notes Newton’s Second Law Notes 11/08/2016 EQ: What forces can change the motion and speed of an object, and how are those forces used to make our world lives easier? Starter: Next Slide Ques 102 11/08/2016 Practice/Application: Newton said there is a relationship between________ Newtons 2nd LawFormulaObjects with ______ mass are more difficult to __________. Objects with ______ mass are less difficult to __________. Summary Galelio found the objects of different masses_________________ Rate of gravity: Starter Force or No Force? Two friends observe a piece of paper that falls from a 5 story building. The friends disagree about whether forces were acting on the piece of paper. This is what they say: Jorge: “I think things have to touch in order to have a force between them, so no forces were acting on that piece of paper.” Sarika: “I don’t think things have to be touching to have force between them, so I do think forces were acting on the piece of paper.” Which friend do you agree with? ____________ Explain your thinking. Provide examples that support your ideas about forces. November 08, 2016 AGENDA 8.6 C Students will investigate and describe applications of Newton’s by reading and writing during an activity. 1 Starter 2. Notes 3. Activity 4. Exit Table of Contents Date Page 11/2 11/3 11/7 11/8 Lecture/ Activity/ Lab Newton’s First Law with Poster Newton’s First Law Lab Newton’s First Law Lab #2 Newtons Second Law Notes 95-96 97-98 99-100 101-104 Newton’s Second Law TEKS 8.6A demonstrate and calculate how unbalanced forces change the speed or direction of an object’s motion TEKS 8.6C investigate and describe applications of Newton’s law of force and acceleration Net Force, Mass and Acceleration Isaac Newton discovered one of the most important laws of nature; the relationship between net force, mass (inertia) and acceleration. Newton’s second law states that the net force acting on a mass causes the mass to accelerate in the direction of the net force. A shorthand way of writing this law is: f = ma f = force in newtons (N) m= mass in kilograms (kg) a = acceleration in meters per second per second (m/s2) Objects with more mass are more difficult to accelerate. If the same force is applied to two objects with different masses, the one with the smaller mass will accelerate more. More mass means less acceleration, unless a larger force is applied. Same Forces leads to large acceleration small mass leads to large mass small acceleration Different Forces small force small mass can lead to large force large mass same acceleration Falling Objects and Newton’s 2nd Law Galileo Galilei, the Italian physicist and astronomer, studied falling objects. He found that when two objects of different masses are dropped, they fell at the same rate. This was never fully understood until Isaac Newton announced his second law of motion. In the case of free falling objects, the force is equal to the weight of the object, which is determined by the acceleration of 2 gravity (9.8 m/s ). Try dropping a book and a ball of paper. See what happens. Now try dropping a piece of paper and a book. Most likely you will see that the paper falls more slowly. Remember the book has more weight than the paper, so it has more force to resist friction from the air. Try dropping the book with the paper against the lower surface of the book. What happens? Now try dropping the book with the paper on top of the book. How will the accelerations of the book and the paper compare? Will they separate and fall differently? 2 m/s2 m=50kg f= 100N m=2000 kg f = 100N How much force will be required to move the object in each picture? .05 m/s2 What direction are the forces applied in each picture? 2 m/s2 m=50kg right m=2000 kg f= f = left .05 m/s2 Will the rock and the van accelerate at the same rate? No, the rock will accelerate faster. m=50kg 2 m/s2 f= f = m=2000 kg .05 m/s2 103 Newton’s Second Law Notes Newton’s Second Law Notes 11/8/2016 Copy Triangle here 11/08/2016 Connection: Complete calculations. Show work. They will be graded. 1 2 3 4 Exit: What is the force exerted when a 5kg bowling ball is dropped on a toe? 104 5 6 7. Force = mass x acceleration Force = newtons (N) F ÷ m mass = grams (g) ÷ X a acceleration = (m/s/s )or (m/s2) 103 1. A baseball with a mass of 0.8 kg is given an acceleration of 20m/s2. How much force was applied to the ball? 2. A golf ball hit with a force of 15 N travels with an acceleration of 25 m/s2. What is the mass of the golf ball? 3. A force of 1500 N is applied to a 1000 kg car. What is the acceleration of the car? 4. What is the mass of an object if a force of 40 N produces an acceleration of 4 m/s2? 5. A student tests the 104 second law of motion by accelerating a block of ice at a rate of 3.5 m/s2. If the ice has a mass of 12.5 kg, what force must the student apply to the ice? 6. The net force acting on a 5 kg discus is 50 N. What is the acceleration of the discus? 7.A 120 N force is applied to a block, causing an acceleration of 22.5 m/s2. What is the mass of the block? Science Fair Submission Online submission at: https://goo.gl/forms/hYDFFjjWb zCRoYkM2