A bungee jumper models her descent and subsequent bounces according to the function h(x) = 2.3x4...
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A bungee jumper models her descent and subsequent bounces according to the function h(x) = 2.3x4 - 14.1x3 + 29.6x²-24.9x + 9.1. What adjustments could she make to this model so that she does not hit the rocks or water below? Are there any other considerations that might improve the model? A bungee jumper models her descent and subsequent bounces according to the function h(x) = 2.3x4 - 14.1x3 + 29.6x²-24.9x + 9.1. What adjustments could she make to this model so that she does not hit the rocks or water below? Are there any other considerations that might improve the model? A bungee jumper models her descent and subsequent bounces according to the function h(x) = 2.3x4 - 14.1x3 + 29.6x²-24.9x + 9.1. What adjustments could she make to this model so that she does not hit the rocks or water below? Are there any other considerations that might improve the model? A bungee jumper models her descent and subsequent bounces according to the function h(x) = 2.3x4 - 14.1x3 + 29.6x²-24.9x + 9.1. What adjustments could she make to this model so that she does not hit the rocks or water below? Are there any other considerations that might improve the model?
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The given function hx represents the height of the bungee jumper at a given time x during her descent In order to ensure that she does not hit the roc... View the full answer
Related Book For
Intermediate Microeconomics and Its Application
ISBN: 978-0324599107
11th edition
Authors: walter nicholson, christopher snyder
Posted Date:
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