How can I define f for 0=<x=<1000? I know that we can say x=[0:increment:1000], but I am looking for something that can be defined as continuous form of f rather than discrete points.
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Hello,
How can I define f for 0=<x=<1000? I know that we can say x=[0:increment:1000], but I am looking for something that can be defined as continuous form of f rather than discrete points.
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KALYAN ACHARJYA
el 17 de Mayo de 2018
Editada: KALYAN ACHARJYA
el 17 de Mayo de 2018
For computer everything considered as discrete. Whatever the space separation is very very small or some value. Here it has infinite computation, how you deal with the numbers.
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Majid Farzaneh
el 17 de Mayo de 2018
Hi, There is no way to define something continues in computer. All the signals store as discrete. Because a continues signal has infinite points and we have not infinite storage. You can take increment very small like 0.00001. When you use a command like plot, the result presented as continues.
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