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A particle moves with a velocity of 5 m per second in the positive direction for 4 seconds and then with a velocity of 2 m per second in the negative direction for 3 seconds. What is the displacement of the particle?
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A particle moves with a velocity of 5 m per second in the positive dir...
Introduction
To determine the displacement of the particle, we need to analyze its motion in two parts: the first part in the positive direction and the second part in the negative direction.
Part 1: Motion in Positive Direction
- Velocity: 5 m/s
- Time: 4 seconds
- Displacement Calculation:
Displacement = Velocity × Time
Displacement = 5 m/s × 4 s = 20 meters in the positive direction.
Part 2: Motion in Negative Direction
- Velocity: 2 m/s
- Time: 3 seconds
- Displacement Calculation:
Displacement = Velocity × Time
Displacement = 2 m/s × 3 s = 6 meters in the negative direction.
Total Displacement Calculation
Now, we combine the displacements from both parts:
- Displacement from Part 1: +20 meters (positive direction)
- Displacement from Part 2: -6 meters (negative direction)
To find the total displacement:
- Total Displacement = Displacement from Part 1 + Displacement from Part 2
- Total Displacement = 20 meters - 6 meters = 14 meters in the positive direction.
Conclusion
The overall displacement of the particle is 14 meters in the positive direction. This calculation reflects the net change in position of the particle after its two phases of motion.
To determine the displacement of the particle, we need to analyze its motion in two parts: the first part in the positive direction and the second part in the negative direction.
Part 1: Motion in Positive Direction
- Velocity: 5 m/s
- Time: 4 seconds
- Displacement Calculation:
Displacement = Velocity × Time
Displacement = 5 m/s × 4 s = 20 meters in the positive direction.
Part 2: Motion in Negative Direction
- Velocity: 2 m/s
- Time: 3 seconds
- Displacement Calculation:
Displacement = Velocity × Time
Displacement = 2 m/s × 3 s = 6 meters in the negative direction.
Total Displacement Calculation
Now, we combine the displacements from both parts:
- Displacement from Part 1: +20 meters (positive direction)
- Displacement from Part 2: -6 meters (negative direction)
To find the total displacement:
- Total Displacement = Displacement from Part 1 + Displacement from Part 2
- Total Displacement = 20 meters - 6 meters = 14 meters in the positive direction.
Conclusion
The overall displacement of the particle is 14 meters in the positive direction. This calculation reflects the net change in position of the particle after its two phases of motion.
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A particle moves with a velocity of 5 m per second in the positive direction for 4 seconds and then with a velocity of 2 m per second in the negative direction for 3 seconds. What is the displacement of the particle?
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A particle moves with a velocity of 5 m per second in the positive direction for 4 seconds and then with a velocity of 2 m per second in the negative direction for 3 seconds. What is the displacement of the particle? for Class 9 2024 is part of Class 9 preparation. The Question and answers have been prepared according to the Class 9 exam syllabus. Information about A particle moves with a velocity of 5 m per second in the positive direction for 4 seconds and then with a velocity of 2 m per second in the negative direction for 3 seconds. What is the displacement of the particle? covers all topics & solutions for Class 9 2024 Exam. Find important definitions, questions, meanings, examples, exercises and tests below for A particle moves with a velocity of 5 m per second in the positive direction for 4 seconds and then with a velocity of 2 m per second in the negative direction for 3 seconds. What is the displacement of the particle?.
A particle moves with a velocity of 5 m per second in the positive direction for 4 seconds and then with a velocity of 2 m per second in the negative direction for 3 seconds. What is the displacement of the particle? for Class 9 2024 is part of Class 9 preparation. The Question and answers have been prepared according to the Class 9 exam syllabus. Information about A particle moves with a velocity of 5 m per second in the positive direction for 4 seconds and then with a velocity of 2 m per second in the negative direction for 3 seconds. What is the displacement of the particle? covers all topics & solutions for Class 9 2024 Exam. Find important definitions, questions, meanings, examples, exercises and tests below for A particle moves with a velocity of 5 m per second in the positive direction for 4 seconds and then with a velocity of 2 m per second in the negative direction for 3 seconds. What is the displacement of the particle?.
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