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Using Derivatives to Analyze Functions |
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WORKSHEETS |
Practice-Using Derivatives to Analyze Functions
1a
MC, critical points, polynomial |
16 |
PDF |
Practice-Using Derivatives to Analyze Functions
1b
open ended, critical points, polynomial |
16 |
PDF |
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Practice-Using Derivatives to Analyze
Functions 2a
MC, critical points, rational, radical, trigonometric |
14 |
PDF |
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Practice-Using Derivatives to Analyze
Functions 2b
open ended, critical points, rational, radical, trigonometric |
20 |
PDF |
Practice-Using Derivatives to Analyze Functions
3a
MC, discontinuities, rational, trigonometric |
18 |
PDF |
Practice-Using Derivatives to Analyze Functions
3b
open ended, discontinuities, rational, trigonometric |
20 |
PDF |
Practice-Using Derivatives to Analyze Functions
4a
MC, intervals of increase or decrease, polynomial |
8 |
PDF |
Practice-Using Derivatives to Analyze Functions
4b
open ended, intervals of increase or decrease, polynomial |
16 |
PDF |
Practice-Using Derivatives to Analyze Functions
5a
MC, intervals of increase or decrease, rational, radical,
trigonometric |
10 |
PDF |
Practice-Using Derivatives to Analyze Functions
5b
open ended, intervals of increase or decrease, rational, radical,
trigonometric |
14 |
PDF |
Practice-Using Derivatives to Analyze Functions
6a
MC, inflection points, polynomial |
12 |
PDF |
Practice-Using Derivatives to Analyze Functions
6b
open ended, inflection points, polynomial |
16 |
PDF |
Practice-Using Derivatives to Analyze Functions
7a
MC, inflection points, rational, radical, trigonometric |
14 |
PDF |
Practice-Using Derivatives to Analyze Functions
7b
open ended, inflection points, rational, radical, trigonometric |
16 |
PDF |
Practice-Using Derivatives to Analyze Functions
8a
MC, concavity, polynomial |
8 |
PDF |
Practice-Using Derivatives to Analyze Functions
8b
open ended, concavity, polynomial |
16 |
PDF |
Practice-Using Derivatives to Analyze Functions
9a
MC, concavity, rational, radical, trigonometric |
10 |
PDF |
Practice-Using Derivatives to Analyze Functions
9b
open ended, concavity, rational, radical, trigonometric |
16 |
PDF |
Practice-Using Derivatives to Analyze Functions
10a
MC, relative extrema, polynomial |
10 |
PDF |
Practice-Using Derivatives to Analyze Functions
10b
open ended, relative extrema, polynomial |
16 |
PDF |
Practice-Using Derivatives to Analyze Functions
11a
MC, relative extrema, rational, radical, trigonometric |
8 |
PDF |
Practice-Using Derivatives to Analyze Functions
11b
open ended, relative extrema, rational, radical, trigonometric |
16 |
PDF |
Practice-Using Derivatives to Analyze Functions
12a
MC, absolute extrema, polynomial |
14 |
PDF |
Practice-Using Derivatives to Analyze Functions
12b
open ended, absolute extrema, polynomial |
20 |
PDF |
Practice-Using Derivatives to Analyze Functions
13a
MC, absolute extrema, rational, radical, trigonometric |
12 |
PDF |
Practice-Using Derivatives to Analyze Functions
13b
open ended, absolute extrema, rational, radical, trigonometric |
20 |
PDF |
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TI-NSPIRE ACTIVITIES |
First Derivative Test |
ACT |
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Critical Points and Local Extrema |
ACT |
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Derivative Function |
ACT |
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Sign of the Derivative |
ACT |
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Maximums, Minimums, and Zeroes |
ACT |
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Roller Coaster Ride |
ACT |
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Concavity |
ACT |
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Derivative Analysis |
ACT |