Test Questions on Limits and Continuity

Math Quiz: Limits And Continuity Practice Test

10 Questions | Total Attempts: 1973

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Math Quiz: Limits And Continuity Practice Test - Quiz

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.


  • 1.

    In the function f(x)=3x, what is the limit of f(x) as x approaches 2? - ProProfs

    In the function f(x)=3x, what is the limit of f(x) as x approaches 2?

    • A.

      3

    • B.

      6/2

    • C.

      6

    • D.

      6/3

  • 2.

    What is the symbol used for limit with calculus? - ProProfs

    What is the symbol used for limit with calculus?

    • A.

      Lim x

    • B.

      Lim of x

    • C.

      Lim→x

    • D.

      X→∞

  • 3.

    Who is considered to be the godfather of the modern idea of the limit of a function? - ProProfs

    Who is considered to be the godfather of the modern idea of the limit of a function?

    • A.

      Spinoza

    • B.

      Bolzano

    • C.

      Boltzmann

    • D.

      Newton

  • 4.

    What does R represent? - ProProfs

    What does R represent?

    • A.

      The real line

    • B.

      The continuity

    • C.

      Infinity

    • D.

      A curve

  • 5.

    What is a topological space? - ProProfs

    What is a topological space?

    • A.

      It's a set of values with a set of neighborhood for each point.

    • B.

      It's a set of neighborhood for each point.

    • C.

      It's a set of points with a set of neighborhood for each point.

    • D.

      It's a set of functions with a set of neighborhood for each point.

  • 6.

    What is a Hausdorff space? - ProProfs

    What is a Hausdorff space?

    • A.

      It's T1

    • B.

      It's T2

    • C.

      It's a topological space in which distinct points have disjoint neighborhoods.

    • D.

      It's a topological base in which distinct points have disjoint neighborhoods.

  • 7.

    What is the core function of continuity? - ProProfs

    What is the core function of continuity?

    • A.

      Topology

    • B.

      Mechanics

    • C.

      Architecture

    • D.

      Geography

  • 8.

    In what Century did the concept of continuity appear? - ProProfs

    In what Century did the concept of continuity appear?

    • A.

      17th Century

    • B.

      19th Century

    • C.

      20th Century

    • D.

      18th Century

  • 9.

    What does D represent? - ProProfs

    What does D represent?

    • A.

      The area

    • B.

      The domain

    • C.

      The population

    • D.

      The plotting of points

  • 10.

    How can you describe a neighborhood in topology? - ProProfs

    How can you describe a neighborhood in topology?

    • A.

      It's a graph that contains all points of the domain within some fixed distance of c.

    • B.

      It's a set that contains all points of the domain within some fixed distance of c.

    • C.

      It's an area that contains all points of the domain within some fixed distance of c.

    • D.

      It's a shape that contains all points of the domain within some fixed distance of c.

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Source: https://www.proprofs.com/quiz-school/story.php?title=3dq-limits-and-continuity_2io

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