open interval मीनिंग इन हिंदी

अधिक: आगे

A convex function defined on some open interval is countably many points.
That is why Bourbaki introduced the notation to denote the open interval.
As a special case, the open interval is defined as the cut.
It is a bijection from an open interval to the reals.
As an example let be an open interval and consider
The function f is defined only on the half-open interval [ 0, 2 ).
In this way, open intervals can be more consonant.
Topological spaces are open intervals of the real line.
Burwell wrote open intervals such as the fourth, fifth and ninth, to hide the sentiment.
Open-closed and closed-open intervals are liable to be misunderstood and'fixed'to use round brackets on either side.

संज्ञा.