Video Module Simulation
Exponential Models
Fastest  Finger
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Who Wants To Be A
MILLIONAIRE

The Math Game, 1st Edition

1. Determine if a problem is exponential and how it grows or decay. clues
2. Calculate the rate, r and P0 of exponential problems and write its formula.clues
3. Convert between exponential whose rates are either, r or e.clues
4. Use properly various compounding of interest rates and apply to solving exponential growth functions. clues
5. Determine the correct exponential formula for any word problem.clues
6. Solve Graphically intersections of exponential and other functions.clues
7. Solve algebraically sets of simultaneous exponential functions or projections of future or past performances of exponential functions.clues
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Copyright Pindling@pindling.org 2001



 
 

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A problem is exponential if its rate (change per period) is at a constant percent rate, e.g. rate = 6% or r = 0.06.

It increases if its function increases (1+r) or k with time and decrease if its function decreases with time ( 1 - r) or -k.