Egg Drop Lab
Purpose: Your team’s egg has to survive a fall from the top of a ladder (2.7 m total) with no cracks
in the egg shell.
Instructions:
A. Work in lab groups of no more than 2.
B. Complete the pre-lab vocabulary and questions first.
C. Constraints:
a. 10 cm tape
b. 2 pieces of paper
c. 3 straws
d. 1 egg
e. string
f.
D. No Parachutes, No gliders!
E. Design, build, and test multiple designs, improving each one with what you learned from
testing the previous one.
F. Complete the post-lab questions.
Pre-Lab Questions:
Vocabulary:
1) Momentum: how much force something can exert on another object, mass in motion at a constant
velocity
2) Momentum Equation: p=mv
3) Force Equation: F=ma
4) Acceleration equation: a=F/m
5) Mass: m=F/a
Vector Diagram Questions:
1) Draw the Force (red) vectors on the egg at the moment it is dropped.
2) Draw the Force (red) vectors on the egg at the moment it hits the ground.
Egg Saver Designs
1) Design your egg saver device.
2) Build the egg saver device.
3) Re-design your egg saver device
4) Repeat from step 1 for design #2 and #3.
Design #1
Height of Device
Mass of Device
Picture of Egg Saver Device Performance Notes:
it survived, the top opening part of the paper
scrambled a little bit.
modification
Height of Device
Mass of Device
Picture of Egg Saver Device Performance Notes: (compare to #1)
it survived so it's still the same
Results: we dont have the data
Design 1 max drop height __________
Design 2 Max drop height __________
Best Design Results: we dont have the data
Height of saver device (from the ground to the top of your device) __________
Mass of saver device __________
Max Egg drop Height (from the top of your device to egg drop height) __________
SCORE: Max egg drop height / saver device height ___________
Post-Lab Questions: F=(mvf-mvi)/t
1) Which variable were you focusing on to save the egg?
force
2) Why did you focus on that part of the equation, what did it do to other parts of the equation?
because reducing the force would decrease the collision on the force
3) The egg has a mass of .25 kg and hits the ground with a velocity of 10 m/s. What would be
the impact force if the egg takes 2 seconds to come to a stop?
0.25*10/2=1.25
4) It takes 20 N to break an egg with a mass of .2 kg. If the egg hits the ground at a speed of
5m/s, what would be the minimum time of impact to ensure that the egg will survive?
20N= 0.2*5/x
20N= 1/x
x=0.05