When it comes to calculus, a limit is described as a number that a function approaches as the independent variable of the function approaches a given value. On the other hand, a continuity is reflected on a graph illustrating a function,where one can verify whether the graph of a function can be traced without lifting his/her pen from the paper. Try our quiz to test your knowledge about limits and continuity.
3
6/2
6
6/3
Lim x
Lim of x
Lim→x
X→∞
Spinoza
Bolzano
Boltzmann
Newton
The real line
The continuity
Infinity
A curve
It's a set of values with a set of neighborhood for each point.
It's a set of neighborhood for each point.
It's a set of points with a set of neighborhood for each point.
It's a set of functions with a set of neighborhood for each point.
It's T1
It's T2
It's a topological space in which distinct points have disjoint neighborhoods.
It's a topological base in which distinct points have disjoint neighborhoods.
Topology
Mechanics
Architecture
Geography
17th Century
19th Century
20th Century
18th Century
The area
The domain
The population
The plotting of points
It's a graph that contains all points of the domain within some fixed distance of c.
It's a set that contains all points of the domain within some fixed distance of c.
It's an area that contains all points of the domain within some fixed distance of c.
It's a shape that contains all points of the domain within some fixed distance of c.