g1 added at end to create let animation repeat smoothly
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Transformation
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Basic Idea: Given two graphs g and f, 1*g + 0*f show g; 0*g + 1*f shows f. Have a variable 0 < t < 1, (1-t)*g + t*f gives a linear transformation between g and f. g fades out while f fades in. It works just like interpolation methods.
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length left parenthesis, "g" left parenthesis, 0 , 0 , right parenthesis , right parenthesis minus 0.0 0 1
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f0 = smooth transition from 0 to 1 f1 = repeat of f0 and faster Problemf0 & f1 never touches 0 and 1. They only approach it. f_adeIn makes sure f(0) touches 0 and f(1) touches 1.
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Current graph fades out, while next graph fades in.
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Previous version: https://www.desmos.com/calculator/hq3qeqqp7y Transforms f(t) = (x,y) types of graphs.
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