Forces, Motion, and Investigation 5, 7, and 9 LT 1 I can use data to show what happens when a constant net force is applied to an object. 1. What would a graph showing balanced forces look like? Draw a position vs. time Graph and a velocity vs. time graph that show balanced forces. (Constant motion) When forces are balanced, the motion is constant so the position vs. time graph can be drawn with a horizontal line (standing still) or with a straight diagonal line (constant motion). The velocity vs. time graph can be only a horizontal straight line (constant velocity). 2. What would a graph showing unbalanced forces (net force) look like? Draw a Position vs. time graph and a velocity vs. time graph that shows unbalanced forces. The position vs. time graph should begin at zero and curve up to the right. (speeding up). The velocity vs. time graph should be a straight diagonal line going up to the right (speeding up). Your graphs could also show slowing down and be unbalanced forces.
3. Draw a sketch of a position vs. time graph and a velocity vs. time graph that shows the motion of a wheeled cart when a constant net force is applied. These two graphs will look just like the graphs you sketched in number 2. 4. Assume that the graphs you just sketched represent the motion of a wheeled cart that has one fan providing the constant net force. On the graphs below, draw three lines: one representing a one-fan cart, one representing a two-fan cart, and one representing a three-fan cart. (Assume mass is constant).
Your postion vs. time graph should have three curved lines with the shape in question 2. The least steep line represents 1 fan and the steepest line represents 3 fans. The velocity vs. time graph will have three straight diagonal lines. The steepest represents 3 fans and the least steep line represents only 1 fan. 5. When net force doubles, what happens to acceleration? It doubles 6. When net force is halved, what happens to acceleration? It is halved. 7. Draw 2 position vs. time graphs and 1 velocity vs. time graph that would show unbalanced forces. Draw graphs that show speeding up and slowing down.
8. Describe in words, the motion of a wheeled cart when a constant net force is applied. The wheeled cart will accelerate (speed up) LT -2 I can use proportional relationships to make predictions about force and acceleration. 9. Describe the relationship between net force and acceleration when mass is held constant. The relationship is directly proportional. This means when net force increases so does acceleration. When net force decreases so does acceleration. 10. A. Calculate the acceleration. B. Graph the line of Fn (net force) and A (acceleration). C. Name the relationship. Fn (net force) N Mass (kg) (m/s/s) 10 N 2 kg 5 12 N 2 kg 6 14 N 2 kg 7 16 N 2 kg 8
Net Force and (m/s/s) 10 8 6 4 2 0 0 5 10 15 20 Net Force (N) 11. Define directly proportional. What does a directly proportional relationship look like on a graph? Give an example of this type of relationship. Directly proportional means when one value goes up the other value goes up by a constant ratio. (Double the net force and the acceleration doubles). When one value goes down, the other value goes down. LT-3 - I can describe the relationship between mass and acceleration celeration of an object subjected to a constant net force. 12. Describe the relationship between mass and acceleration when the net force is held constant. When one value goes up, the other goes down by its reciprocal. For example, when mass doubles, the acceleration is cut in half. 13. Describe how this relationship looks on a graph. On a graph, an inversely proportional relationship will form a curve. The line will begin high on the y axis and will then move down to the right.
Net Force (N) 14. A. Calculate the acceleration. B. Graph the line for mass and acceleration. C. Name the relationship Mass (Kg) 10 10 10 5 10 2.5 10 1.25 (m/s/s) Mass and 10. 8 6 4 2 0 8 4 2 1 0 5 10 15 Mass Read each statement. Choose which relationship, A or B fits each statement. A. Relationship between net force and acceleration B. Relationship between mass and acceleration _B 15. When one value is halved the other is doubled.
_A 16. Forms a straight diagonal line when graphed A 17. When one value decreases the other value decreases by a constant ratio _B 18. Forms a curved line when graphed _A 19. Directly proportional _B 20. Inversely proportional _B 21. When one value is decreased, the other increases by the reciprocal. _A 22. When one value increases, the other value increases by a constant ratio. LT 4 I can explain how objects exert forces on one another. Read each statement. Finish the statement with the opposite reaction. Moon pulls of the Earth Bug hits car
25. Ball bumps head 26. Spring pulls on man 27. Wall pushes on hand 28. Ball hits bat. 29. A loaded semi-truck and a compact car are on a collision course. Will the semi exert a greater force on the compact car, or will the compact car exert a greater force on the truck, or will they exert an equal force when they collide? Explain. The forces would be equal. Newton s 3 rd Law says for every action there is an equal and opposite reaction.
30. The earth and moon are attracted to each other by gravitational force. Does the moon exert a larger force on the moon, or does the moon exert a larger force on the earth, or are the forces equal? Explain. The forces would be equal. Newton s 3 rd Law says for every action there is an equal and opposite reaction.