01-08-2026, 11:45 AM
## Kinetic Energy — Why Speed Is So Powerful
### 1. The Equation
Kinetic Energy = ½ × mass × velocity²
KE = ½mv²
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### 2. What Each Symbol Means
- KE = kinetic energy
- m = mass
- v = velocity
---
### 3. What the Equation Is Telling Us
Speed matters more than mass.
Doubling speed increases energy **four times**.
---
### 4. Where It Comes From (Intuition)
Energy depends on how fast motion is happening —
not just how heavy the object is.
---
### 5. Worked Example
If:
- mass = 1,000 kg
- speed = 10 m/s
KE = ½ × 1,000 × 10²
= **50,000 joules**
---
### 6. Real-World Applications
- Car crashes
- Sports impacts
- Weapon physics
- Engineering safety limits
---
### 7. Common Misconceptions
- Heavy always means dangerous → false
- Speed increases energy linearly → false
- Momentum and energy are interchangeable → false
---
### Try It Yourself
What happens to kinetic energy if speed doubles?
### 1. The Equation
Kinetic Energy = ½ × mass × velocity²
KE = ½mv²
---
### 2. What Each Symbol Means
- KE = kinetic energy
- m = mass
- v = velocity
---
### 3. What the Equation Is Telling Us
Speed matters more than mass.
Doubling speed increases energy **four times**.
---
### 4. Where It Comes From (Intuition)
Energy depends on how fast motion is happening —
not just how heavy the object is.
---
### 5. Worked Example
If:
- mass = 1,000 kg
- speed = 10 m/s
KE = ½ × 1,000 × 10²
= **50,000 joules**
---
### 6. Real-World Applications
- Car crashes
- Sports impacts
- Weapon physics
- Engineering safety limits
---
### 7. Common Misconceptions
- Heavy always means dangerous → false
- Speed increases energy linearly → false
- Momentum and energy are interchangeable → false
---
### Try It Yourself
What happens to kinetic energy if speed doubles?
