Podcast
Questions and Answers
What is the velocity of a car that travels 183 miles North in 2.5 hours?
What is the velocity of a car that travels 183 miles North in 2.5 hours?
In 2.5 seconds at a constant speed of 30 m/s, Kim's car will travel 75 meters.
In 2.5 seconds at a constant speed of 30 m/s, Kim's car will travel 75 meters.
True (A)
What is Charlie’s velocity if he runs to the store 13.2 km away in 24 minutes?
What is Charlie’s velocity if he runs to the store 13.2 km away in 24 minutes?
33.0
The velocity of a car moving at a constant speed of 5 m/s north for 8 seconds is _____ m/s.
The velocity of a car moving at a constant speed of 5 m/s north for 8 seconds is _____ m/s.
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If a ball accelerates at $3 ext{ m/s}^2$ starting from rest, what is its velocity after 6.4 seconds?
If a ball accelerates at $3 ext{ m/s}^2$ starting from rest, what is its velocity after 6.4 seconds?
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After 6.4 seconds, the position of a ball accelerating at $3 ext{ m/s}^2$ starting from rest is _____ meters.
After 6.4 seconds, the position of a ball accelerating at $3 ext{ m/s}^2$ starting from rest is _____ meters.
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If Car A is traveling at 38.0 mph, what is the speed of Car C if Car A is faster than Car C?
If Car A is traveling at 38.0 mph, what is the speed of Car C if Car A is faster than Car C?
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Match the following speeds with the vehicles:
Match the following speeds with the vehicles:
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Study Notes
Velocity Calculations
- Car velocity: 183 miles / 2.5 hours = 73.2 mph (approximately 73 mph).
- Car response time distance (Kim): 30 m/s * 2.5 s = 75 meters (approximately 75m).
- Charlie's velocity: 13.2 km / (24 minutes / 60 minutes/hour) = 33 km/hr (approximately 33km/hr)
- Car velocity (constant): 5 m/s * 8s = 40 m (approximately 40m)
Acceleration and Position
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Ball acceleration: The ball is expected to fall lower on the graph compared to the other intervals, indicating it is accelerating downwards.
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Velocity at timed intervals (assuming constant acceleration): Need specific time intervals to determine the velocity
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Position at timed intervals (assuming constant acceleration): Need specific time intervals to determine the position
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Position after 6.4 seconds: Need acceleration data to calculate the position.
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Position after 6.4 seconds (example): If accelerating at 3m/s² from rest, then Position = 0.5 * acceleration * time² -> 0.5 * 3 m/s² * (6.4s)²= 61.44 m (approximately 61.4 m).
Car Speed Ranking and Calculations
- Car speed ranking: Need details about the time intervals and distances from the strobe and camera images to rank.
- Car B speed: Need data from car A and the relative positions from the strobe.
- Car C speed: Need data from car A and the relative positions from the strobe.
Velocity vs. Time Graph Analysis
- Motion description: Need a velocity vs time graph to determine the motion for each interval.
Types of Motion
- Type of motion: Need details about the graphs to classify the motion types.
Cat Position Calculation
- Cat position: Need graphs to determine where the green cat passes the pink cat.
Motion of Objects (Rolling Ball and Skateboarding)
- Rolling ball motion: Smooth and continuous motion (assuming no significant air resistance)
- Skateboarding motion: Similar to rolling ball, but potentially experiencing more friction.
Equation for ☺ Position
- Equation: Needs the equation for average speed (average speed = distance / time) or the position = average speed X time used.
- Equation: Displacement (or position) = average velocity * time
Modifying Equations
- Verify statements: Need statements to verify if they are true or false.
Steps to Find ☺ Position
- Steps: 1:Calculate average speed for each group. 2: Use the equation (position=average speed X Time) to find the position of the ☺ for each group. 3: Compare the two positions.
☺ Position Calculation
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☺ position: Need average speeds for both groups to calculate the final positions.
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Final Calculation example: If skateboarding group travels at 1.2 m/s for 29.4 seconds and the ball group travels at 3.2 m/s for 11.4s , respectively. Then ,The skateboard position would be 1.2m/s * 29.4s = 35.28m. The rolling ball position would be 3.2 m/s * 11.4 s = 36.48 m. In conclusion, using the position = average speed * time equation to find the ☺, we have located it at 36.5 m. Note : answer was rounded (approximately 36m or 36.5m)
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Description
Test your understanding of velocity calculations and the principles of acceleration. This quiz covers various scenarios to help you apply your knowledge of motion, including distances, times, and velocities. Enhance your skills in solving problems related to speed and direction in physics.
