🎡 Part 1: Problem Setup and Mathematical Selection

Ferris Wheel Specifications:

• Diameter: 40 metres
• Centre height above ground: 25 metres
• Rotation time: 8 minutes (anticlockwise)
• Starting position: bottom of the wheel

a) ________________________________________________

b) ________________________________________________

c) ________________________________________________

📐 Part 2: Model Development and Calculations

For h(t) = A sin(Bt + C) + D, where h is height in metres and t is time in minutes:

• Amplitude A = _______ metres

• Period coefficient B = _______

• Phase shift C = _______

• Vertical shift D = _______ metres

h(t) = ________________________________________________

• At t = 0 minutes: h(0) = _______ metres

• At t = 2 minutes: h(2) = _______ metres

• At t = 4 minutes: h(4) = _______ metres

• At t = 6 minutes: h(6) = _______ metres

🔍 Part 3: Interpretation and Communication

Maximum height: _______ metres

Minimum height: _______ metres