Continuity on intervals
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I am unable to understand why almost thm on continuity like Bolzano's thm ,Borel's covering thm are on closed interval ? Can it be applied to open interval?
calculus
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up vote
-3
down vote
favorite
I am unable to understand why almost thm on continuity like Bolzano's thm ,Borel's covering thm are on closed interval ? Can it be applied to open interval?
calculus
Please state the theorems you are referring to, because many others may have heard versions of the theorem for open intervals, and these people can help you.
– Ã°ÑÂтþý òіûûð þûþф üÑÂûûñÑÂрó
Jul 28 at 4:18
add a comment |Â
up vote
-3
down vote
favorite
up vote
-3
down vote
favorite
I am unable to understand why almost thm on continuity like Bolzano's thm ,Borel's covering thm are on closed interval ? Can it be applied to open interval?
calculus
I am unable to understand why almost thm on continuity like Bolzano's thm ,Borel's covering thm are on closed interval ? Can it be applied to open interval?
calculus
asked Jul 28 at 3:57


Pooja Mittal
1
1
Please state the theorems you are referring to, because many others may have heard versions of the theorem for open intervals, and these people can help you.
– Ã°ÑÂтþý òіûûð þûþф üÑÂûûñÑÂрó
Jul 28 at 4:18
add a comment |Â
Please state the theorems you are referring to, because many others may have heard versions of the theorem for open intervals, and these people can help you.
– Ã°ÑÂтþý òіûûð þûþф üÑÂûûñÑÂрó
Jul 28 at 4:18
Please state the theorems you are referring to, because many others may have heard versions of the theorem for open intervals, and these people can help you.
– Ã°ÑÂтþý òіûûð þûþф üÑÂûûñÑÂрó
Jul 28 at 4:18
Please state the theorems you are referring to, because many others may have heard versions of the theorem for open intervals, and these people can help you.
– Ã°ÑÂтþý òіûûð þûþф üÑÂûûñÑÂрó
Jul 28 at 4:18
add a comment |Â
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Please state the theorems you are referring to, because many others may have heard versions of the theorem for open intervals, and these people can help you.
– Ã°ÑÂтþý òіûûð þûþф üÑÂûûñÑÂрó
Jul 28 at 4:18