.Achieving a Successful Rocket Lab in Physics Class

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SUMMARY

The discussion centers on conducting a successful air-compressed rocket lab in a physics class. Key materials used include a rocket and base, air pump, three caps (low, medium, high), a meter stick, and an altimeter. Participants recorded data by launching the rocket and measuring the height using trigonometric principles, specifically the relationship h = x.tan(θ), where h is the height, x is the distance measured, and θ is the angle of launch. The absence of one participant during the lab raised questions about the procedure and materials needed for proper understanding.

PREREQUISITES
  • Understanding of basic physics concepts, particularly projectile motion.
  • Familiarity with trigonometry, specifically the tangent function.
  • Experience with measuring tools like meter sticks and altimeters.
  • Knowledge of air pressure mechanics related to air-compressed rockets.
NEXT STEPS
  • Research the principles of projectile motion in physics.
  • Learn how to use an altimeter for measuring height accurately.
  • Study the effects of different air pressures on rocket performance.
  • Explore advanced trigonometric applications in real-world scenarios.
USEFUL FOR

This discussion is beneficial for physics students, educators conducting hands-on experiments, and anyone interested in the practical applications of projectile motion and trigonometry in educational settings.

CARTERfails
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Did the rocket lab in my physics class

Shoot a air compressed rocket off of a base that can be angled (though we did not get to angle the rocket) shot it upward and what not.

It had 3 different caps (lo, med, hi) and we did each one three times and recorded the data.

The problem is I was absent for the day the lab was actually done, but since I was there when it was explained I am still responsible.

If anyone has done this could I get some help on the materials list and procedure?

The materials I am aware of were:
Rocket and base
Air pump
Caps ( low medium high )
Meter stick
Altimeter

I know the person with the altimeter stood farther down while we shot the rocket and he measure the angle or something, we used the meter stick to measure him far away
 
Last edited:
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Well from your brief description sounds like u just have a triangle with the angle \theta that you measured, the length x of the adjacent side that u measured, and the height h of the rocket (opposite side) which is unknown.
thus h = x.tan\theta
 

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