do open curves also have interior
Answer :
We know :
1 ) Open curve is a curve whose ends do not meet.
2 ) Closed curves are curves whose ends are joined. Closed curves do not have end points. And such curves divide the plane into an "interior" and an "exterior".
As :
So , we can say that " C " is in the interior of the curve and " D " is in the exterior of the curve .
But in case of open curve we can't divide plane into an "interior" and an "exterior". , SO we can only say A and B are on a plane with an open curve .
We know :
1 ) Open curve is a curve whose ends do not meet.
2 ) Closed curves are curves whose ends are joined. Closed curves do not have end points. And such curves divide the plane into an "interior" and an "exterior".
As :
So , we can say that " C " is in the interior of the curve and " D " is in the exterior of the curve .
But in case of open curve we can't divide plane into an "interior" and an "exterior". , SO we can only say A and B are on a plane with an open curve .