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ACCELERATION distance displacement speed a

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This document discusses acceleration, including defining it as a change in an object's velocity over time. It can occur when an object changes speed, direction, or both. The formula for acceleration is given as a change in velocity over time. Examples of accelerating and non-accelerating objects in daily life are asked for. The objectives are to explain acceleration, determine the acceleration formula, and appreciate its significance. Sample acceleration problems are provided and the objectives include calculating acceleration through problem solving and discussing the acceleration formula.

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ACCELERATION distance displacement speed a
Objectives: 1. Explain what acceleration is 2. Determine the formula in calculating the acceleration of an object 3. Appreciate the significance of acceleration in daily life
ACCELERATION distance displacement speed a
ACCELERATION distance displacement speed a
Is It Accelerating or Not? Is the ball accelerating? Why or why not?
Based on the diagram, how can you describe the direction of the car?
Is the car accelerating? Why or why not?
Is the car changing its direction as it travels around the oval?
Is the car accelerating? Why or why not?
Based on the three diagrams, what are the conditions that should be present to say that an object is accelerating?
2. Choose a spacious place to walk straight. 3. Mark on the round the starting line. All participants must start from the starting line at the same time.
Acceleration tells how fast an object, or a body changes its velocity.
An object is accelerating when; 1. it is travelling in one direction with changing speed (either speeding up or slowing down), 2. moving at a constant speed but changes its direction, and
An object is accelerating when; 3. when it changes both the speed and its direction. In other words, acceleration is the rate of change in velocity. Slowing down is called deceleration.
The SI unit of acceleration is meters per second per second (m/s/s) or it can be mathematically simplified to meters per second squared (m/s2) but other units of acceleration such as kilometers per hour per hour (km/h/h or km/h2) and miles per hour per hour (mi/h/h or mi/h2) are sometimes used.
As an equation, acceleration is shown as;
ACCELERATION distance displacement speed a
Give daily life situations of accelerating and non-accelerating objects at the following places. 1. At home 2. At the school 3. On the road 4. Amusement park
ACCELERATION distance displacement speed a
Objectives: 1. Calculate the acceleration of an object through problem solving 2. Discuss the formula in calculating the acceleration of an object.
As an equation, acceleration is shown as;
1. A pilot decreases the landing speed from 70 m/s to 7 m/s in 30 seconds. What was the acceleration of the plane? 2. An eagle accelerates from 15 m/s to 22 m/s in 4 seconds. What is the eagle¡¯s average acceleration?
3. A poorly tuned Geo can accelerate from rest to a velocity of 28 m/s in 20 seconds. What is the Geo¡¯s acceleration? 4. A minivan goes from zero to 55 km/h in 12 seconds. Calculate its acceleration.
5. A horse running at 12 m/s accelerates to 38 m/s in 10 seconds. What is the horse¡¯s acceleration? 6. A car accelerates from an initial velocity of 3 m/s to a final velocity of 11 m/s in a time of 4 seconds. Calculate its acceleration.
7. A truck has an initial velocity of 22 m/s. Over a time interval of 3 seconds, its velocity decreases to 13 m/s. Calculate the acceleration. 8. Dumbo needs to slow down so that he won¡¯t crash into an oncoming tree. He¡¯s going at a speed of 50 m/s and came to a stop. It took him 4 seconds to stop. What was his rate of acceleration?

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ACCELERATION distance displacement speed a

  • 2. Objectives: 1. Explain what acceleration is 2. Determine the formula in calculating the acceleration of an object 3. Appreciate the significance of acceleration in daily life
  • 5. Is It Accelerating or Not? Is the ball accelerating? Why or why not?
  • 6. Based on the diagram, how can you describe the direction of the car?
  • 7. Is the car accelerating? Why or why not?
  • 8. Is the car changing its direction as it travels around the oval?
  • 9. Is the car accelerating? Why or why not?
  • 10. Based on the three diagrams, what are the conditions that should be present to say that an object is accelerating?
  • 11. 2. Choose a spacious place to walk straight. 3. Mark on the round the starting line. All participants must start from the starting line at the same time.
  • 12. Acceleration tells how fast an object, or a body changes its velocity.
  • 13. An object is accelerating when; 1. it is travelling in one direction with changing speed (either speeding up or slowing down), 2. moving at a constant speed but changes its direction, and
  • 14. An object is accelerating when; 3. when it changes both the speed and its direction. In other words, acceleration is the rate of change in velocity. Slowing down is called deceleration.
  • 15. The SI unit of acceleration is meters per second per second (m/s/s) or it can be mathematically simplified to meters per second squared (m/s2) but other units of acceleration such as kilometers per hour per hour (km/h/h or km/h2) and miles per hour per hour (mi/h/h or mi/h2) are sometimes used.
  • 16. As an equation, acceleration is shown as;
  • 18. Give daily life situations of accelerating and non-accelerating objects at the following places. 1. At home 2. At the school 3. On the road 4. Amusement park
  • 20. Objectives: 1. Calculate the acceleration of an object through problem solving 2. Discuss the formula in calculating the acceleration of an object.
  • 21. As an equation, acceleration is shown as;
  • 22. 1. A pilot decreases the landing speed from 70 m/s to 7 m/s in 30 seconds. What was the acceleration of the plane? 2. An eagle accelerates from 15 m/s to 22 m/s in 4 seconds. What is the eagle¡¯s average acceleration?
  • 23. 3. A poorly tuned Geo can accelerate from rest to a velocity of 28 m/s in 20 seconds. What is the Geo¡¯s acceleration? 4. A minivan goes from zero to 55 km/h in 12 seconds. Calculate its acceleration.
  • 24. 5. A horse running at 12 m/s accelerates to 38 m/s in 10 seconds. What is the horse¡¯s acceleration? 6. A car accelerates from an initial velocity of 3 m/s to a final velocity of 11 m/s in a time of 4 seconds. Calculate its acceleration.
  • 25. 7. A truck has an initial velocity of 22 m/s. Over a time interval of 3 seconds, its velocity decreases to 13 m/s. Calculate the acceleration. 8. Dumbo needs to slow down so that he won¡¯t crash into an oncoming tree. He¡¯s going at a speed of 50 m/s and came to a stop. It took him 4 seconds to stop. What was his rate of acceleration?