please explain this about intervals what is - infinity and+infinity
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let any number P less 10 ,
then you how to write this
P< 10
it is correct !! because we know, number is less then 10 but we don't know lower limit of P so, we assume it limit less then -∞
e.g P< 10 we also write this ,
-∞ < P < 10
now, if any number Q greater then 20
we can write this Q> 20
due to we don't know about upper limit of Q , so, we assume upper limit of Q less then ∞
hence, we can write 20 < Q <∞
now, let any number E is belongs to all real number ,
then we how to write this ? ???
actually we don't know, minimum and maximum number of E so,
we can E is less then ∞ and greater then -∞
e.g -∞ < E < ∞ , E €( -∞ , ∞)
Note :- we can't say any number is equal to ∞
example :-
P€ [ -∞ , ∞] this is wrong , because this is not a set of well defined. and no any number we can write .
so, P €( -∞ , ∞) is correct . this is defined and possible .
then you how to write this
P< 10
it is correct !! because we know, number is less then 10 but we don't know lower limit of P so, we assume it limit less then -∞
e.g P< 10 we also write this ,
-∞ < P < 10
now, if any number Q greater then 20
we can write this Q> 20
due to we don't know about upper limit of Q , so, we assume upper limit of Q less then ∞
hence, we can write 20 < Q <∞
now, let any number E is belongs to all real number ,
then we how to write this ? ???
actually we don't know, minimum and maximum number of E so,
we can E is less then ∞ and greater then -∞
e.g -∞ < E < ∞ , E €( -∞ , ∞)
Note :- we can't say any number is equal to ∞
example :-
P€ [ -∞ , ∞] this is wrong , because this is not a set of well defined. and no any number we can write .
so, P €( -∞ , ∞) is correct . this is defined and possible .
abhi178:
i hope you have understand
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