Exponential Growth Modeling
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Exponential Growth Modelling
📚 Part 1: Understanding Exponential Growth
a = _______________
b = _______________
x = _______________
y = _______________
Year 0: 500
Year 3: _______
Year 6: _______
Year 9: _______
🧮 Part 2: Substitution and Calculation
Calculate the account balance after:
2 years: y = 2000 × 1.05^2 = $__________
5 years: y = 2000 × 1.05^5 = $__________
What will the population be in 2025 (t = 5)?
Initial value: __________
Growth factor: __________
Percentage increase per period: __________%
📈 Part 3: Real-World Modelling
a) Write the exponential formula: y = __________
b) How many shares after 4 days? __________
Linear: Adds $50 each month
Exponential: Grows by 4% each month
Which will have more money after 2 years? Explain your reasoning.
Formula: V = __________
Type: __________
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