AP Calculus BC/ Unit 3: Differentiation: Composite, Implicit, and Inverse Functions

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You’ll master using the chain rule, develop new differentiation techniques, and be introduced to higher-order derivatives.

Question Difficulty:

Question	Difficulty	Students Solved
Second Derivative with Implicit Differentiation	medium	2
Second Fundamental Theorem and Chain Rule	medium	-
Chain Rule with a Logarithmic Function	medium	3
Derivative of an Inverse Function	medium	-
Chain Rule with Arctangent and Exponentials	medium	-
Derivative of Inverse Tangent Function	medium	3
Inverse Trigonometric Function Identity	medium	-
Simplification Before Differentiation	medium	1
Implicit Differentiation at a Point	medium	2
Derivative of an Inverse Function	medium	-
Chain Rule with Inverse Cosecant	medium	-
Implicit Differentiation Procedure	medium	-
Derivative of an Inverse Function	medium	3
Derivative of an Inverse Function	medium	1
Derivative of an Inverse Sine Function	medium	2
Chain Rule with Trigonometric Functions	medium	1
Derivative of an Inverse Function	medium	-
Derivative of an Implicit Function	medium	1
Applying the Chain Rule to a Composite Function	medium	1
Implicit Differentiation at a Point	medium	-

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Unit Leaderboard

Rank	User	Correct Count	Attempt Count	Total Time	Score
#1	busemagngr	42	47	37m 44s	1,886
#2	fourthreichfuries	19	31	12m 52s	1,008
#3	seojinj0826	10	17	0m 00s	930
#4	seojunj	8	9	0m 00s	790
#5	ijiwon073	8	12	0m 00s	760
#6	hayul.jung	7	10	0m 00s	670
#7	javoxirravshanov2009	6	6	0m 00s	600
#8	khnursultan10	6	6	0m 00s	600
#9	khanhnguyen.thor	6	6	0m 00s	600
#10	jayden.jhang	11	13	8m 54s	546

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