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Topic: Number "e" and Straightlinecurves; derivative & integral of y=1/x #13
Uni-textbook 6th ed.:TRUE CALCULUS

Replies: 19   Last Post: Jul 2, 2013 1:43 AM

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plutonium.archimedes@gmail.com

Posts: 8,744
Registered: 3/31/08
#13.7 all functions are now continuous in New Math; Uni-textbook 6th
ed.:TRUE CALCULUS

Posted: Jul 1, 2013 5:42 PM
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Well this gets even better yet. For a function such as y =1/x we need the first macroinfinity number which is 1*10^603 + 1*10^-603. So a tiny bit beyond the last finite number of 1*10^603 starts the first infinity number and it patches up any functions such as y =1/x when x =0. But for a function like that of y = sin(x), we do not have to go out to 1*10^603 + 1*10^-603, but rather and infinity number in between 0 and 1*10^-603 or in between any two successive numbers in the empty space region of those successive numbers.

So in New Math, there is no such thing as a discontinuous function, because the empty space between successive finite numbers lies infinity numbers and these infinity numbers eliminate division by 0 as undefined and makes operation by an infinity number undefined.

So you have a function graphed in Old Math and you have what appears to be a discontinuity, then all you do is take a infinity number between those two successive finite numbers and enlist it or volunteer it as the connector to the graph.

AP


Date Subject Author
6/29/13
Read Number "e" and Straightlinecurves; derivative & integral of y=1/x #13
Uni-textbook 6th ed.:TRUE CALCULUS
plutonium.archimedes@gmail.com
6/30/13
Read 13.1 Re: Number "e" and Straightlinecurves; derivative & integral of
y=1/x #13 Uni-textbook 6th ed.:TRUE CALCULUS
plutonium.archimedes@gmail.com
6/30/13
Read 13.2 Re: Number "e" and Straightlinecurves; derivative & integral of
y=1/x #13 Uni-textbook 6th ed.:TRUE CALCULUS
plutonium.archimedes@gmail.com
6/30/13
Read Re: 13.2 Re: Number "e" and Straightlinecurves; derivative & integral
of y=1/x #13 Uni-textbook 6th ed.:TRUE CALCULUS
Karl-Olav Nyberg
6/30/13
Read Re: 13.2 Re: Number "e" and Straightlinecurves; derivative & integral
of y=1/x #13 Uni-textbook 6th ed.:TRUE CALCULUS
Karl-Olav Nyberg
6/30/13
Read Re: 13.2 Re: Number "e" and Straightlinecurves; derivative & integral
of y=1/x #13 Uni-textbook 6th ed.:TRUE CALCULUS
plutonium.archimedes@gmail.com
6/30/13
Read Re: 13.2 Re: Number "e" and Straightlinecurves; derivative & integral
of y=1/x #13 Uni-textbook 6th ed.:TRUE CALCULUS
plutonium.archimedes@gmail.com
6/30/13
Read Re: 13.2 Re: Number "e" and Straightlinecurves; derivative & integral
of y=1/x #13 Uni-textbook 6th ed.:TRUE CALCULUS
Karl-Olav Nyberg
6/30/13
Read Re: 13.2 Re: Number "e" and Straightlinecurves; derivative & integral
of y=1/x #13 Uni-textbook 6th ed.:TRUE CALCULUS
Karl-Olav Nyberg
6/30/13
Read Re: 13.1 Re: Number "e" and Straightlinecurves; derivative & integral
of y=1/x #13 Uni-textbook 6th ed.:TRUE CALCULUS
Karl-Olav Nyberg
6/30/13
Read Re: Number "e" and Straightlinecurves; derivative & integral of y=1/x
#13 Uni-textbook 6th ed.:TRUE CALCULUS
plutonium.archimedes@gmail.com
6/30/13
Read Re: Number "e" and Straightlinecurves; derivative & integral of y=1/x
#13 Uni-textbook 6th ed.:TRUE CALCULUS
Karl-Olav Nyberg
6/30/13
Read #13.4 Re: Number "e" and Straightlinecurves; derivative & integral of
y=1/x #13 Uni-textbook 6th ed.:TRUE CALCULUS
plutonium.archimedes@gmail.com
7/1/13
Read #13.5 Re: Number "e" and Straightlinecurves; derivative & integral of
y=1/x Uni-textbook 6th ed.:TRUE CALCULUS
plutonium.archimedes@gmail.com
7/1/13
Read #13.6 all functions are now continuous in New Math; Uni-textbook 6th
ed.:TRUE CALCULUS
plutonium.archimedes@gmail.com
7/1/13
Read #13.7 all functions are now continuous in New Math; Uni-textbook 6th
ed.:TRUE CALCULUS
plutonium.archimedes@gmail.com
7/1/13
Read #13.8 why infinity borderline must be a 1 with a lot of zeroes
following; Uni-textbook 6th ed.:TRUE CALCULUS
plutonium.archimedes@gmail.com
7/2/13
Read #13.9 comments on the direction of this text; Uni-textbook 6th
ed.:TRUE CALCULUS
plutonium.archimedes@gmail.com
7/2/13
Read #13.91 No curves in the Maxwell Equations, just tiny straightlines;
Uni-textbook 6th ed.:TRUE CALCULUS
plutonium.archimedes@gmail.com
6/30/13
Read Re: Number "e" and Straightlinecurves; derivative & integral of y=1/x
#13 Uni-textbook 6th ed.:TRUE CALCULUS
Karl-Olav Nyberg

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