- #1
f47box
- 1
- 0
Hi,
I would like to know if is possible define a set rule explicitly.
ex.:
Define the set A explicitly where ξ = ℕ and A = {x | x < 3}.
The maplesoft said the (N) is a representation of Natural Numbers.
f:=proc()
local a,b;
a:=N;
b:= 3;
print(a<b);
end proc;
when I called a function f() the result is N < 3
How can I do to print the real numbers defined above? Is it possible define a set rule like above (like showed in books)?
Other exemple that I´m trying to get a boolean result is:
f:=proc()
local a,b;
a:=N;
b:= 3;
b in a;
end proc;
when I called a function f() the result is b ∈ a (I expect "true" or "false").
I would like to know if is possible define a set rule explicitly.
ex.:
Define the set A explicitly where ξ = ℕ and A = {x | x < 3}.
The maplesoft said the (N) is a representation of Natural Numbers.
f:=proc()
local a,b;
a:=N;
b:= 3;
print(a<b);
end proc;
when I called a function f() the result is N < 3
How can I do to print the real numbers defined above? Is it possible define a set rule like above (like showed in books)?
Other exemple that I´m trying to get a boolean result is:
f:=proc()
local a,b;
a:=N;
b:= 3;
b in a;
end proc;
when I called a function f() the result is b ∈ a (I expect "true" or "false").