Lesson Momentum lessonWorksheet Momentum worksheetLab Momentum labTest Momentum testQuiz Momentum quizQuick answer: Momentum is the product of an object's mass and its velocity, p = mv, measured in kg m/s. This Physics 9-10 lab on momentum gives the aim, the equipment, the safety points, a step-by-step method, sample results and 7 analysis questions; the answers are on a separate page and the lab sheet is a free printable PDF.
The worksheets book with answers · Physics grades 9-10
Every chapter in one PDF school book of 176 pages, to print or keep on your tablet.
See the book Does the total momentum of two trolleys stay the same when one hits the other and they couple? You will time a trolley before and after a collision, calculate the momenta, and compare them, including the effect of friction and timing uncertainty. It can be done with toy cars at home.
Level: Physics grades 9-10 (GCSE · IGCSE · O Level · Class 9-10) · Curriculum: HS-PS2-2, HS-PS2-3
AimTo test whether the total momentum of two trolleys is the same before and after they couple together.
EquipmentTwo dynamics trolleys or toy cars with Velcro or plasticine on the ends Smooth, level runway at least 1.5 m long Kitchen scale or balance (to 0.01 kg) Metre rule and masking tape Phone with slow-motion video, or a stopwatch Spare masses to add to a trolley SafetySafety Keep trolleys away from the table edge, catch them with a soft stop at the end of the runway, and keep feet clear of the floor path.
MethodMeasure the mass of each trolley and add masses where needed. Stick three tape lines on the runway: line 1, line 2 and line 3, each 0.50 m apart. Place trolley B at rest on line 2. Push trolley A so it moves steadily through line 1 and hits B. Film the run and read the time A takes from line 1 to line 2 (time before). Read the time the coupled pair takes from line 2 to line 3 (time after). Repeat with different masses and speeds, and record every run. Lab set-up: trolley A is pushed towards stationary trolley B along a runway with three marked lines 0.50 m apart and a phone filming in slow motion A B Line 1 Line 2 (collision) Line 3 0.50 m 0.50 m Phone video Set-up: time A between lines 1 and 2, then time the coupled pair between lines 2 and 3. ResultsSample measurements (distance for each timed section 0.50 m, time read to ±0.02 s).
Run Mass A (kg) Mass B (kg) Time before (s) Time after (s) 1 0.50 0.50 0.40 0.84 2 0.50 0.50 0.55 1.14 3 0.50 1.00 0.45 1.40 4 1.00 0.50 0.45 0.70
Analysis questions
Question 1 Speeds in run 1 1. Calculate speed before and after for run 1. 2. Repeat for run 3.
Question 2 Momentum before and after Calculate the total momentum before and after the collision for each of the four runs.
Question 3 Percentage retained Calculate the percentage of the initial momentum found after the collision in each run, and the mean.
Question 4 Conclusion State whether the results support conservation of momentum. Use the percentages to justify your answer.
Question 5 Why less than 100 % Explain why every run gives slightly less momentum after the collision.
Question 6 Timing uncertainty The time is read to ±0.02 s. Calculate the percentage uncertainty in the time before for run 1 and in the time after for run 1.
Question 7 Improving the lab Suggest two changes that would improve the accuracy of the results.
Define momentum. — Mass multiplied by velocity. Write the momentum formula. — p = m × v SI unit of momentum? — kg m/s, equal to N s. Is momentum a scalar or vector? — Vector, in the direction of velocity. Conservation of momentum states what? — Total momentum is constant in a closed system. Total momentum of an explosion from rest? — Zero before and zero after. What is impulse? — Force multiplied by contact time, F t. Impulse equals which quantity? — The change in momentum, Δp. Why does a longer stopping time help? — Same Δp over more time gives less force. Name two safety features using this idea. — Airbags and crumple zones. Keep going with Lina
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Every chapter in one PDF school book of 176 pages, to print or keep on your tablet.
See the book