SC.912.P.12.5: Apply the law of conservation of linear momentum to 1D horizontal collisions.
SC.912.P.12.3: Interpret and apply Newton's Three Laws of Motion to physical systems.
Problem Solving: Apply the 5-step GUESS process (Given, Unknown, Equation, Substitute, Solve).
Course Progress0% Complete
Level 1: GUESS & Impulse
Level 2: Inelastic Collisions
Level 3: Elastic & Newton 3
Level 4: Recoil & Master Test
📖 Level 1: Momentum, Impulse, and the GUESS Method
Welcome to the Everglades Physics Canal! Before solving calculations, remember the GUESS Method steps:
GGiven: Extract numerical values and units from the problem.
UUnknown: Identify the target variable.
EEquation: Select the matching physics formula.
SSubstitute: Plug your given numbers into the formula.
SSolve: Calculate the final answer with correct units.
Momentum Formula: p = m × v (kg·m/s)
Impulse Formula: Impulse = Δp = F × Δt (N·s)
🌊 Simulation 1: Single Object Momentum & Impulse Drive
Current Velocity: 4 m/s |
Current Momentum (p): 20 kg·m/s
🤔 Level 1 Comprehension Check
Question: A flamingo float travels down a canal at 4 m/s. If the flamingo doubles its velocity to 8 m/s while keeping its mass the same, what happens to its momentum?
🧮 Level 1 GUESS Calculation Challenge
Loading problem...
G (Given): Enter given values from problem statement above:
U (Unknown): Select target variable:
E (Equation): Select equation to use:
S (Substitute): Select correct numerical substitution:
S (Solve): Calculate and enter final momentum (kg·m/s):
Question: When two objects collide inelastically and stick together, how is the total mass after collision represented in the standard conservation equation?
🧮 Level 2 GUESS Calculation Challenge
Loading problem...
G (Given): Fill in problem values:
U (Unknown): Select target variable:
E (Equation): Select standard physics conservation equation:
S (Substitute): Select correct numerical substitution into standard equation:
S (Solve): Calculate final combined velocity vfinal (m/s):
📖 Level 3: Elastic Collisions & Newton's 3rd Law
In an Elastic Collision, objects bounce off each other without sticking. During contact, Newton's 3rd Law applies directly.
Newton's 3rd Law Force Pair: F21 = - F12
Equal Magnitude, Opposite 1D Direction (-)
🌊 Simulation 3: Elastic Bounce & Newton's 3rd Law Force Pair
🦩 Flamingo 1 (Pink)
🦩 Flamingo 2 (Teal)
Impact Status: Ready
🤔 Level 3 Comprehension Check
Question: A heavy 10 kg flamingo float collides elastically with a light 2 kg baby float. According to Newton's 3rd Law, which float experiences a greater force magnitude during impact?
🧮 Level 3 GUESS Calculation Challenge
Loading problem...
G (Given): Action force exerted by Flamingo 1 on Flamingo 2 (F12):
U (Unknown): Select target variable:
E (Equation): Select Newton's 3rd Law equation:
S (Substitute): Select correct numerical substitution:
S (Solve): Select calculated reaction force (F21):