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@andrewbolster
Created April 29, 2014 14:16
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{
"metadata": {
"name": "Untitled2"
},
"nbformat": 3,
"nbformat_minor": 0,
"worksheets": [
{
"cells": [
{
"cell_type": "code",
"collapsed": false,
"input": "L_init, L_rate = 20,-2\nW_init, W_rate = 15,3\nL = lambda t: L_init+L_rate*t\nW = lambda t: W_init+W_rate*t\nA = lambda t: L(t)*W(t)\nplot(map(A,range(15)), label='Area')\nplot(map(L,range(15)), label='Length')\nplot(map(W,range(15)), label='Width')\nlegend()\nylim(0,300)",
"language": "python",
"metadata": {},
"outputs": [
{
"metadata": {},
"output_type": "pyout",
"prompt_number": 12,
"text": "(0, 300)"
},
{
"metadata": {},
"output_type": "display_data",
"png": 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75e4O//d/sGmT1kmEpZACL4QNmTUL1q+Xk61CJQVeCBsyYgRcv64uzC2EFHgh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\nTkSuQmCC\n",
"text": "<matplotlib.figure.Figure at 0x38a71d0>"
}
],
"prompt_number": 12
},
{
"cell_type": "code",
"collapsed": false,
"input": "",
"language": "python",
"metadata": {},
"outputs": []
}
],
"metadata": {}
}
]
}
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