糖心Vlog

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糖心Vlog

Last updated

14 November 2022

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There are two problems (A and B questions) on each of the 8 cards. Question A is to evaluate a limit analytically and Question B is to prove a limit鈥檚 equality.

Half of the cards are 8 questions asking students to find the limits of rational and involving radicals functions as x approaches infinity. The other half of the cards contains limits where x approaches a finite number. Students are to find the limits of rational functions, functions involving radicals and trigonometric functions (some of which use the 鈥渟pecial Limits" ( sin x /x, (1 - cos x)/ x^2)) .

The limits in this activity can all be found without L鈥橦opital鈥檚 rule.

The cards can be used as a partner or a group activity or as a review.

There is a student recording sheet included.

Answer keys are provided.

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