10 Question Unit Practice

Calculus Honors: Limits and Continuity

Calculus Honors: Limits and Continuity practice with 10 questions across three difficulty levels, including diagram-based reasoning, immediate feedback, and a complete explanation for every answer.

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Calculus Honors: Limits and Continuity MCQ Practice

Calculus Honors: Limits and Continuity practice with 10 questions across three difficulty levels, including diagram-based reasoning, immediate feedback, and a complete explanation for every answer.

Question 1 of 10

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The graph has line segments from (0, 1) to an open point at (2, 3), and from that open point to (4, 5). A filled point is at (2, 5). Which pair gives the limit as x approaches 2 and the value $\displaystyle f \left(2\right)$ , in that order?

Diagram for this question

ALimit = 3; f(2) = 3BLimit = 5; f(2) = 3CThe limit does not exist;

\displaystyle f \left(2\right)= 5

DLimit = 3; f(2) = 5

Calculus Honors: Limits and Continuity

Calculus Honors: Limits and Continuity MCQ Practice

The graph has line segments from (0, 1) to an open point at (2, 3), and from that open point to (4, 5). A filled point is at (2, 5). Which pair gives the limit as x approaches 2 and the value f(2)\displaystyle f \left(2\right)f(2), in that order?

The graph has line segments from (0, 1) to an open point at (2, 3), and from that open point to (4, 5). A filled point is at (2, 5). Which pair gives the limit as x approaches 2 and the value $\displaystyle f \left(2\right)$ , in that order?