Calculus BC Calendar 2018-19


1	Aug 13	Aug 14	Aug 15	Aug 16	Aug 17
2	PROFESSIONAL	First Five Days	First Five Days
3	DEVELOPMENT
4
5	Aug 20	Aug 21	Aug 22	Aug 23	Aug 24
6	First Five Days	First Five Days	DAILY
7		Limits Review	Unit 1 REVIEW
8		1.2-1.5
9	Aug 27	Aug 28	Aug 29	Aug 30	Aug 31
10	Unit 1 TEST	Definition of Derivative, Avg ROC, Inst ROC	Equations of Tangent Lines
11		Power, Chain, Product, Quotient	Horizontal and Vertical Tangent Lines
12		P.2, 2.1	2.2
13	Sep 3	Sep 4	Sep 5	Sep 6	Sep 7
14	LABOR	Equations of Tangent Lines/Horizontal Tangents	Practice All Rules	Derivatives of All Logarithms and Exponentials
15	DAY	Horizontal and Vertical Tangent Lines
16		2.2	2.4	5.1, 5.4, 5.6
17	Sep 10	Sep 11	Sep 12	Sep 13	Sep 14
18	Derivatives of All Logarithms and Exponentials	Inverse Functions and Inverse Trigonometric Functions	POP QUIZ (All Deriv Rules)
19			GROUP QUIZ (Application)
20	5.1, 5.4, 5.6	2.5
21	Sep 17	Sep 18	Sep 19	Sep 20	Sep 21
22	DAILY / REVIEW	Unit 2 TEST	Position, Velocity, Acceleration (w/Particle Motion)
23	AP Problems
24			2.6
25	Sep 24	Sep 25	Sep 26	Sep 27	Sep 28
26	Position, Velocity, Acceleration (w/Particle Motion)	Implicit Differentiation	REVIEW
27		Related Rates
28	2.6	2.6
29	Oct 1	Oct 2	Oct 3	Oct 4	Oct 5
30	CUMULATIVE TEST - Units 1, 2, 3	Catch-Up Day	PROFESSIONAL
31			DEVELOPMENT
32
33	Oct 8	Oct 9	Oct 10	Oct 11	Oct 12
34	COLUMBUS	Increasing and Decreasing Functions and the First Derivative Test	Test for Concavity
35	DAY	Extrema / Optimization	Concavity and the Second Derivative Test
36		3.3	3.4


1	Oct 15	Oct 16	Oct 17	Oct 18	Oct 19
2	QUIZ	Optimization	Unit 4 REVIEW
3	Mean Value Theorem and Linear Approximation	Catch-up Day
4	3.2, 3.9
5	Oct 22	Oct 23	Oct 24	Oct 25	Oct 26
6	Unit 4 REVIEW	Unit 4 TEST	Antiderivatives, Basic Integration Rules
7
8			4.1, 4.5
9	Oct 29	Oct 30	Oct 31	Nov 1	Nov 2
10	Integration by Substitution	Area Properties / Riemann Sums	Definite Integrals
11		Fundamental Theorem of Calculus	First Fundamental Theorem / Average Value
12	4.5	4.2, 4.4	4.3
13	Nov 5	Nov 6	Nov 7	Nov 8	Nov 9
14	Definite Integrals	Second Fundamental Theorem of Calculus, Average Value	Unit 5 REVIEW
15	First Fundamental Theorem / Average Value	Functions Defined by Integrals
16	4.3	4.4
17	Nov 12	Nov 13	Nov 14	Nov 15	Nov 16
18	Unit 5 TEST	Separable Differential Equations	Slope Fields
19			QUIZ
20
21	Nov 19	Nov 20	Nov 21	Nov 22	Nov 23
22
23	FALL BREAK
24
25	Nov 26	Nov 27	Nov 28	Nov 29	Nov 30
26	Slope Fields	Growth and Decay / Euler's Method	Unit 6 REVIEW
27	QUIZ	Logistics
28		7.2, 7.3, 7.4
29	Dec 3	Dec 4	Dec 5	Dec 6	Dec 7
30	Unit 6 TEST	Area Between Curves	REVIEW
31		Volume by Cross-Section, Disks, Washers
32		6.1, 6.2
33	Dec 10	Dec 11	Dec 12	Dec 13	Dec 14
34	REVIEW	Cumulative TEST Unit 1-7	Unit 7 FRQ
35		MC (1 hour)	REVIEW FOR EXAMS
36		6.1, 6.3
37	Dec 17	Dec 18	Dec 19	Dec 20	Dec 21
38	REVIEW FOR EXAMS	EXAMS	EXAMS	EXAMS	EXAMS
39		6th/8th	2nd/4th	5th/7th	1st/3rd
40


1	Jan 7	Jan 8	Jan 9	Jan 10	Jan 11
2	Integration by Partial Fractions	Integration by Parts	Arc Length
3	Logistics		QUIZ (PF, Parts, Arc)
4	8.5	8.2
5	Jan 14	Jan 15	Jan 16	Jan 17	Jan 18
6	Arc Length	L'Hôpital's Rule	Unit 8 REVIEW
7	QUIZ (PF, Parts, Arc)	Improper Integrals/L'Hopital's Rule
8		8.7, 8.8
9	Jan 21	Jan 22	Jan 23	Jan 24	Jan 25
10	MARTIN LUTHER	Unit 8 TEST	Sequences
11	KING, JR. DAY		Series: Geometric, p-series, nth term
12			9.1, 9.2, 9.3
13	Jan 28	Jan 29	Jan 30	Jan 31	Feb 1
14	Integral Test	Limit Comparison Test	Bourg - AP Review
15	Direct Comparison Test	Ratio Test	V'Schee - Alternating Series, Practice All Tests
16	9.4	9.5, 9.6
17	Feb 4	Feb 5	Feb 6	Feb 7	Feb 8
18	Bourg - AP Review	Bourg - Alternating Series, Practice All Tests	Bourg - Alternating Series, Practice All Tests	Quiz on All Tests
19	V'Schee - AP Review	V'Schee - AP Review	V'Schee - Alternating Series, Practice All Tests
20
21	Feb 11	Feb 12	Feb 13	Feb 14	Feb 15
22	Unit 9 Review	Unit 9 Test	PROFESSIONAL
23			DEVELOPMENT
24	9.8, 9.10	9.8, 9.10
25	Feb 18	Feb 19	Feb 20	Feb 21	Feb 22
26	WEATHER	Power Series	Taylor/Maclaurin Polynomials
27	DAY	Radius and Interval of Convergence
28		9.7, 9.10	9.10
29	Feb 25	Feb 26	Feb 27	Feb 28	Mar 1
30	Taylor Series/Lagrange Error Bound	Unit 10 Quiz	Unit 10 Review
31
32	9.10
33	Mar 4	Mar 5	Mar 6	Mar 7	Mar 8
34	Unit 10 Review	Unit 10 TEST	AP Problems - Everything from January
35
36


1	Mar 18	Mar 19	Mar 20	Mar 21	Mar 22
2	Parametric Equations	Velocity and Acceleration Vectors	QUIZ
3		Speed and Total Distance
4		10.2, 10.3	10.4
5	Mar 25	Mar 26	Mar 27	Mar 28	Mar 29
6	QUIZ	Unit 11 REVIEW	Unit 11 QUIZ (AP FRQ)
7
8	10.4
9	Apr 1	Apr 2	Apr 3	Apr 4	Apr 5
10	Unit 11 TEST	Intro andDerivatives of Polar Functions	more Area Between Polar Curves
11		, start area
12	10.4, 10.5	10.5	10.5
13	Apr 8	Apr 9	Apr 10	Apr 11	Apr 12
14	more Area Between Polar Curves	Unit 12 REVIEW	Unit 12 TEST
15		AP Problems (Para/Polar)
16	10.5
17	Apr 15	Apr 16	Apr 17	Apr 18	Apr 19
18	AP Review	AP Review	PROFESSIONAL
19	Create Formula Sheet Activity	Released MC	DEVELOPMENT
20
21	Apr 22	Apr 23	Apr 24	Apr 25	Apr 26
22	WEATHER	AP Review	AP Review
23	DAY	Graphs/Function (Rate in/Rate out)	Table Probs/Slope Fields/DEQ/Logistics
24
25	Apr 29	Apr 30	May 1	May 2	May 3
26	AP Review	Released MC	AP Review
27	Area, Volume		Taylor/Maclaurin
28
29	May 6	May 7	May 8	May 9	May 10
30	AP Review	AP Review	AP Review
31	Taylor/Maclaurin	BC Concepts, Parametric, Polar	Formulas
32
33	May 13	May 14	May 15	May 16	May 17
34		Exam REVIEW	Exams
35
36
37	May 20	May 21	May 22	May 23	May 24
38	EXAMS	EXAMS	PROFESSIONAL
39			DEVELOPMENT
40


1	8/15/2018	First Five Days			A	1. How can limits be used to "fill in the blanks" when a function behaves in an unusual way?	2. How are limits written, and how are they graphed?
2	8/16/2018	First Five Days			B	1. How can limits be used to "fill in the blanks" when a function behaves in an unusual way?	2. How are limits written, and how are they graphed?
3	8/17/2018	First Five Days			A	1. How can limits be used to "fill in the blanks" when a function behaves in an unusual way?	2. How are limits written, and how are they graphed?
4	8/20/2018	First Five Days			B	1. How can limits be used to "fill in the blanks" when a function behaves in an unusual way?	2. How are limits written, and how are they graphed?
5	8/21/2018	First Five Days	Limits Review	1.2-1.5	A	1. How can limits be used to "fill in the blanks" when a function behaves in an unusual way?	2. How are limits written, and how are they graphed?
6	8/22/2018	First Five Days	Limits Review	1.2-1.5	B	1. How can limits be used to "fill in the blanks" when a function behaves in an unusual way?	2. How are limits written, and how are they graphed?
7	8/23/2018	DAILY	Unit 1 REVIEW		A
8	8/24/2018	DAILY	Unit 1 REVIEW		B
9	8/27/2018	Unit 1 TEST			A
10	8/28/2018	Unit 1 TEST			B
11	8/29/2018	Definition of Derivative, Avg ROC, Inst ROC	Power, Chain, Product, Quotient	P.2, 2.1	A	1. Why is measuring change important?	2. What real-world problems can be solved by measuring change?
12	8/30/2018	Definition of Derivative, Avg ROC, Inst ROC	Power, Chain, Product, Quotient	P.2, 2.1	B	1. Why is measuring change important?	2. What real-world problems can be solved by measuring change?
13	8/31/2018	Equations of Tangent Lines	Horizontal and Vertical Tangent Lines	2.2	A	1. Why is measuring change important?	2. What real-world problems can be solved by measuring change?
14	9/4/2018	Equations of Tangent Lines/Horizontal Tangents	Horizontal and Vertical Tangent Lines	2.2	B	1. Why is measuring change important?	2. What real-world problems can be solved by measuring change?
15	9/5/2018	Practice All Rules		2.4	A	1. Why is measuring change important?	2. What real-world problems can be solved by measuring change?
16	9/6/2018	Practice All Rules		2.4	B	1. Why is measuring change important?	2. What real-world problems can be solved by measuring change?
17	9/7/2018	Derivatives of All Logarithms and Exponentials		5.1, 5.4, 5.6	A	1. Why is measuring change important?	2. What real-world problems can be solved by measuring change?
18	9/10/2018	Derivatives of All Logarithms and Exponentials		5.1, 5.4, 5.6	B	1. Why is measuring change important?	2. What real-world problems can be solved by measuring change?
19	9/11/2018	Inverse Functions and Inverse Trigonometric Functions		2.5	A	1. Why is measuring change important?	2. What real-world problems can be solved by measuring change?
20	9/12/2018	Inverse Functions and Inverse Trigonometric Functions		2.5	B	1. Why is measuring change important?	2. What real-world problems can be solved by measuring change?
21	9/13/2018	POP QUIZ (All Deriv Rules)	GROUP QUIZ (Application)		A
22	9/14/2018	POP QUIZ (All Deriv Rules)	GROUP QUIZ (Application)		B
23	9/17/2018	DAILY / REVIEW	AP Problems		A
24	9/18/2018	DAILY / REVIEW	AP Problems		B
25	9/19/2018	Unit 2 TEST			A
26	9/20/2018	Unit 2 TEST			B
27	9/21/2018	Position, Velocity, Acceleration (w/Particle Motion)		2.6	A	1. Why is measuring change important?	2. What real-world problems can be solved by measuring change?
28	9/24/2018	Position, Velocity, Acceleration (w/Particle Motion)		2.6	B	1. Why is measuring change important?	2. What real-world problems can be solved by measuring change?
29	9/25/2018	Implicit Differentiation	Related Rates	2.6	A	1. Why is measuring change important?	2. What real-world problems can be solved by measuring change?
30	9/26/2018	Implicit Differentiation	Related Rates	2.6	B	1. Why is measuring change important?	2. What real-world problems can be solved by measuring change?
31	9/27/2018	REVIEW			A	1. Why is measuring change important?	2. What real-world problems can be solved by measuring change?
32	9/28/2018	REVIEW			B	1. Why is measuring change important?	2. What real-world problems can be solved by measuring change?
33	10/1/2018	CUMULATIVE TEST - Units 1, 2, 3			A
34	10/2/2018	CUMULATIVE TEST - Units 1, 2, 3			B
35	10/3/2018	Catch-Up Day			A
36	10/4/2018	Catch-Up Day			B
37	10/9/2018	Increasing and Decreasing Functions and the First Derivative Test	Extrema / Optimization	3.3	A	1. Why is measuring change important?	2. What real-world problems can be solved by measuring change?
38	10/10/2018	Increasing and Decreasing Functions and the First Derivative Test	Extrema / Optimization	3.3	B	1. Why is measuring change important?	2. What real-world problems can be solved by measuring change?
39	10/11/2018	Test for Concavity	Concavity and the Second Derivative Test	3.4	A	1. Why is measuring change important?	2. What real-world problems can be solved by measuring change?
40	10/12/2018	Test for Concavity	Concavity and the Second Derivative Test	3.4	B	1. Why is measuring change important?	2. What real-world problems can be solved by measuring change?
41	10/15/2018	QUIZ	Mean Value Theorem and Linear Approximation	3.2, 3.9	A	1. Why is measuring change important?	2. What real-world problems can be solved by measuring change?
42	10/16/2018	QUIZ	Mean Value Theorem and Linear Approximation	3.2, 3.9	B	1. Why is measuring change important?	2. What real-world problems can be solved by measuring change?
43	10/17/2018	Optimization	Catch-up Day		A
44	10/18/2018	Optimization	Catch-up Day		B
45	10/19/2018	Unit 4 REVIEW			A
46	10/22/2018	Unit 4 REVIEW			B
47	10/23/2018	Unit 4 TEST			A
48	10/24/2018	Unit 4 TEST			B
49	10/25/2018	Antiderivatives, Basic Integration Rules		4.1, 4.5	A	1. How are derivatives and integrals related?	2. What does an integral measure, and why is it important?		2. What does an integral measure, and why is it important?
50	10/26/2018	Antiderivatives, Basic Integration Rules		4.1, 4.5	B	1. How are derivatives and integrals related?	2. What does an integral measure, and why is it important?		2. What does an integral measure, and why is it important?
51	10/29/2018	Integration by Substitution		4.5	A	1. How are derivatives and integrals related?	2. What does an integral measure, and why is it important?
52	10/30/2018	Integration by Substitution		4.5	B	1. How are derivatives and integrals related?	2. What does an integral measure, and why is it important?
53	10/31/2018	Area Properties / Riemann Sums	Fundamental Theorem of Calculus	4.2, 4.4	A	1. How are derivatives and integrals related?	2. What does an integral measure, and why is it important?
54	11/1/2018	Area Properties / Riemann Sums	Fundamental Theorem of Calculus	4.2, 4.4	B	1. How are derivatives and integrals related?	2. What does an integral measure, and why is it important?
55	11/2/2018	Definite Integrals	First Fundamental Theorem / Average Value	4.3	A	1. How are derivatives and integrals related?	2. What does an integral measure, and why is it important?
56	11/5/2018	Definite Integrals	First Fundamental Theorem / Average Value	4.3	B	1. How are derivatives and integrals related?	2. What does an integral measure, and why is it important?
57	11/6/2018	Second Fundamental Theorem of Calculus, Average Value	Functions Defined by Integrals	4.4	A	1. How are derivatives and integrals related?	2. What does an integral measure, and why is it important?
58	11/7/2018	Second Fundamental Theorem of Calculus, Average Value	Functions Defined by Integrals	4.4	B	1. How are derivatives and integrals related?	2. What does an integral measure, and why is it important?
59	11/8/2018	Unit 5 REVIEW			A	1. How are derivatives and integrals related?	2. What does an integral measure, and why is it important?
60	11/9/2018	Unit 5 REVIEW			B	1. How are derivatives and integrals related?	2. What does an integral measure, and why is it important?
61	11/12/2018	Unit 5 TEST			A	1. How are derivatives and integrals related?	2. What does an integral measure, and why is it important?
62	11/13/2018	Unit 5 TEST			B	1. How are derivatives and integrals related?	2. What does an integral measure, and why is it important?
63	11/14/2018	Separable Differential Equations			A	1. How are derivatives and integrals related?	2. What does an integral measure, and why is it important?
64	11/15/2018	Separable Differential Equations			B	1. How are derivatives and integrals related?	2. What does an integral measure, and why is it important?
65	11/16/2018	Slope Fields	QUIZ		A	1. How can integrals be used to create geometric surfaces and solids?	2. What else can be measured about these shapes?
66	11/26/2018	Slope Fields	QUIZ		B	1. How can integrals be used to create geometric surfaces and solids?	2. What else can be measured about these shapes?
67	11/27/2018	Growth and Decay / Euler's Method	Logistics	7.2, 7.3, 7.4	A	1. How can integrals be used to create geometric surfaces and solids?	2. What else can be measured about these shapes?
68	11/28/2018	Growth and Decay / Euler's Method	Logistics	7.2, 7.3, 7.4	B	1. How can integrals be used to create geometric surfaces and solids?	2. What else can be measured about these shapes?
69	11/29/2018	Unit 6 REVIEW			A	1. How can integrals be used to create geometric surfaces and solids?	2. What else can be measured about these shapes?
70	11/30/2018	Unit 6 REVIEW			B	1. How can integrals be used to create geometric surfaces and solids?	2. What else can be measured about these shapes?
71	12/3/2018	Unit 6 TEST			A
72	12/4/2018	Unit 6 TEST			B
73	12/5/2018	Area Between Curves	Volume by Cross-Section, Disks, Washers	6.1, 6.2	A	1. How can I find a function if I only know how it changes?	2. How can I approximate function values based only on measurements of change?
74	12/6/2018	Area Between Curves	Volume by Cross-Section, Disks, Washers	6.1, 6.2	B	1. How can I find a function if I only know how it changes?	2. How can I approximate function values based only on measurements of change?	Euler's Method and Logistic Growth
75	12/7/2018	REVIEW			A			Euler's Method and Logistic Growth
76	12/10/2018	REVIEW			B
77	12/11/2018	Cumulative TEST Unit 1-7	MC (1 hour)	6.1, 6.3	A	1. How can I find a function if I only know how it changes?	2. How can I approximate function values based only on measurements of change?
78	12/12/2018	Cumulative TEST Unit 1-7	MC (1 hour)	6.1, 6.3	B	1. How can I find a function if I only know how it changes?	2. How can I approximate function values based only on measurements of change?
79	12/13/2018	Unit 7 FRQ	REVIEW FOR EXAMS		A
80	12/14/2018	Unit 7 FRQ	REVIEW FOR EXAMS		B
81	12/17/2018	REVIEW FOR EXAMS			A
82	12/18/2018	EXAMS	6th/8th		B
83	12/19/2018	EXAMS	2nd/4th		A
84	12/20/2018	EXAMS	5th/7th		B
85	12/21/2018	EXAMS	1st/3rd		A
86	1/7/2019	Integration by Partial Fractions	Logistics	8.5	A	1. How are derivatives and integrals related?	2. What does an integral measure, and why is it important?
87	1/8/2019	Integration by Partial Fractions	Logistics	8.5	B	1. How are derivatives and integrals related?	2. What does an integral measure, and why is it important?
88	1/9/2019	Integration by Parts		8.2	A	1. How are derivatives and integrals related?	2. What does an integral measure, and why is it important?
89	1/10/2019	Integration by Parts		8.2	B	1. How are derivatives and integrals related?	2. What does an integral measure, and why is it important?
90	1/11/2019	Arc Length	QUIZ (PF, Parts, Arc)		A	1. How are derivatives and integrals related?	2. What does an integral measure, and why is it important?
91	1/14/2019	Arc Length	QUIZ (PF, Parts, Arc)		B	1. How are derivatives and integrals related?	2. What does an integral measure, and why is it important?
92	1/15/2019	L'Hôpital's Rule	Improper Integrals/L'Hopital's Rule	8.7, 8.8	A	1. How are derivatives and integrals related?	2. What does an integral measure, and why is it important?
93	1/16/2019	L'Hôpital's Rule	Improper Integrals/L'Hopital's Rule	8.7, 8.8	B	1. How are derivatives and integrals related?	2. What does an integral measure, and why is it important?
94	1/17/2019	Unit 8 REVIEW			A	1. How are derivatives and integrals related?	2. What does an integral measure, and why is it important?
95	1/18/2019	Unit 8 REVIEW			B	1. How are derivatives and integrals related?	2. What does an integral measure, and why is it important?
96	1/22/2019	Unit 8 TEST			A	1. How are derivatives and integrals related?	2. What does an integral measure, and why is it important?
97	1/23/2019	Unit 8 TEST			B	1. How are derivatives and integrals related?	2. What does an integral measure, and why is it important?
98	1/24/2019	Sequences	Series: Geometric, p-series, nth term	9.1, 9.2, 9.3	A	1. How is it possible to add a pattern of numbers that goes on forever?	2. How can I tell whether an infinite pattern adds up to a specific number or not?
99	1/25/2019	Sequences	Series: Geometric, p-series, nth term	9.1, 9.2, 9.3	B	1. How is it possible to add a pattern of numbers that goes on forever?	2. How can I tell whether an infinite pattern adds up to a specific number or not?
100	1/28/2019	Integral Test	Direct Comparison Test	9.4	A	1. How is it possible to add a pattern of numbers that goes on forever?	2. How can I tell whether an infinite pattern adds up to a specific number or not?
101	1/29/2019	Integral Test	Direct Comparison Test	9.4	B	1. How is it possible to add a pattern of numbers that goes on forever?	2. How can I tell whether an infinite pattern adds up to a specific number or not?
102	1/30/2019	Limit Comparison Test	Ratio Test	9.5, 9.6	A	1. How is it possible to add a pattern of numbers that goes on forever?	2. How can I tell whether an infinite pattern adds up to a specific number or not?
103	1/31/2019	Limit Comparison Test	Ratio Test	9.5, 9.6	B	1. How is it possible to add a pattern of numbers that goes on forever?	2. How can I tell whether an infinite pattern adds up to a specific number or not?
104	2/1/2019	Bourg - AP Review	V'Schee - Alternating Series, Practice All Tests		A	1. How is it possible to add a pattern of numbers that goes on forever?	2. How can I tell whether an infinite pattern adds up to a specific number or not?
105	2/4/2019	Bourg - AP Review	V'Schee - AP Review		B	1. How is it possible to add a pattern of numbers that goes on forever?	2. How can I tell whether an infinite pattern adds up to a specific number or not?
106	2/5/2019	Bourg - Alternating Series, Practice All Tests	V'Schee - AP Review		A
107	2/6/2019	Bourg - Alternating Series, Practice All Tests	V'Schee - Alternating Series, Practice All Tests		B
108	2/7/2019	Quiz on All Tests			A
109	2/8/2019	Quiz on All Tests			B
110	2/11/2019	Unit 9 Review		9.8, 9.10	A	1. How is it possible to add a pattern of numbers that goes on forever?	2. How can I tell whether an infinite pattern adds up to a specific number or not?
111	2/12/2019	Unit 9 Review		9.8, 9.10	B	1. How is it possible to add a pattern of numbers that goes on forever?	2. How can I tell whether an infinite pattern adds up to a specific number or not?
112	2/13/2019	Unit 9 Test		9.8, 9.10	A	1. How is it possible to add a pattern of numbers that goes on forever?	2. How can I tell whether an infinite pattern adds up to a specific number or not?
113	2/14/2019	Unit 9 Test		9.8, 9.10	B	1. How is it possible to add a pattern of numbers that goes on forever?	2. How can I tell whether an infinite pattern adds up to a specific number or not?
114	2/19/2019	Power Series	Radius and Interval of Convergence	9.7, 9.10	A	1. How is it possible to add a pattern of numbers that goes on forever?	2. How can I tell whether an infinite pattern adds up to a specific number or not?
115	2/20/2019	Power Series	Radius and Interval of Convergence	9.7, 9.10	B	1. How is it possible to add a pattern of numbers that goes on forever?	2. How can I tell whether an infinite pattern adds up to a specific number or not?
116	2/21/2019	Taylor/Maclaurin Polynomials		9.10	A	1. How is it possible to add a pattern of numbers that goes on forever?	2. How can I tell whether an infinite pattern adds up to a specific number or not?
117	2/22/2019	Taylor/Maclaurin Polynomials		9.10	B	1. How is it possible to add a pattern of numbers that goes on forever?	2. How can I tell whether an infinite pattern adds up to a specific number or not?
118	2/25/2019	Taylor Series/Lagrange Error Bound		9.10	A	1. How is it possible to add a pattern of numbers that goes on forever?	2. How can I tell whether an infinite pattern adds up to a specific number or not?
119	2/26/2019	Taylor Series/Lagrange Error Bound		9.10	B	1. How is it possible to add a pattern of numbers that goes on forever?	2. How can I tell whether an infinite pattern adds up to a specific number or not?
120	2/27/2019	Unit 10 Quiz			A
121	2/28/2019	Unit 10 Quiz			B
122	3/1/2019	Unit 10 Review			A
123	3/4/2019	Unit 10 Review			B
124	3/5/2019	Unit 10 TEST			A
125	3/6/2019	Unit 10 TEST			B
126	3/7/2019	AP Problems - Everything from January			A	1. What other ways can relationships be graphed, other than on an xy-plane?	2. How can I measure change and accumulation of change on these graphs?
127	3/8/2019	AP Problems - Everything from January			B	1. What other ways can relationships be graphed, other than on an xy-plane?	2. How can I measure change and accumulation of change on these graphs?
128	3/18/2019	Parametric Equations			A	1. What other ways can relationships be graphed, other than on an xy-plane?	2. How can I measure change and accumulation of change on these graphs?
129	3/19/2019	Parametric Equations			B	1. What other ways can relationships be graphed, other than on an xy-plane?	2. How can I measure change and accumulation of change on these graphs?
130	3/20/2019	Velocity and Acceleration Vectors	Speed and Total Distance	10.2, 10.3	A	1. What other ways can relationships be graphed, other than on an xy-plane?	2. How can I measure change and accumulation of change on these graphs?
131	3/21/2019	Velocity and Acceleration Vectors	Speed and Total Distance	10.2, 10.3	B	1. What other ways can relationships be graphed, other than on an xy-plane?	2. How can I measure change and accumulation of change on these graphs?
132	3/22/2019	QUIZ		10.4	A	1. What other ways can relationships be graphed, other than on an xy-plane?	2. How can I measure change and accumulation of change on these graphs?
133	3/25/2019	QUIZ		10.4	B	1. What other ways can relationships be graphed, other than on an xy-plane?	2. How can I measure change and accumulation of change on these graphs?
134	3/26/2019	Unit 11 REVIEW			A	1. What other ways can relationships be graphed, other than on an xy-plane?	2. How can I measure change and accumulation of change on these graphs?
135	3/27/2019	Unit 11 REVIEW			B	1. What other ways can relationships be graphed, other than on an xy-plane?	2. How can I measure change and accumulation of change on these graphs?
136	3/28/2019	Unit 11 QUIZ (AP FRQ)			A	1. What other ways can relationships be graphed, other than on an xy-plane?	2. How can I measure change and accumulation of change on these graphs?
137	3/29/2019	Unit 11 QUIZ (AP FRQ)			B	1. What other ways can relationships be graphed, other than on an xy-plane?	2. How can I measure change and accumulation of change on these graphs?
138	4/1/2019	Unit 11 TEST		10.4, 10.5	A	1. What other ways can relationships be graphed, other than on an xy-plane?	2. How can I measure change and accumulation of change on these graphs?
139	4/2/2019	Unit 11 TEST		10.4, 10.5	B	1. What other ways can relationships be graphed, other than on an xy-plane?	2. How can I measure change and accumulation of change on these graphs?
140	4/3/2019	Intro andDerivatives of Polar Functions	, start area	10.5	A	1. What other ways can relationships be graphed, other than on an xy-plane?	2. How can I measure change and accumulation of change on these graphs?		-
141	4/4/2019	Intro andDerivatives of Polar Functions	, start area	10.5	B	1. What other ways can relationships be graphed, other than on an xy-plane?	2. How can I measure change and accumulation of change on these graphs?		-
142	4/5/2019	more Area Between Polar Curves		10.5	A	1. What other ways can relationships be graphed, other than on an xy-plane?	2. How can I measure change and accumulation of change on these graphs?		-
143	4/8/2019	more Area Between Polar Curves		10.5	B	1. What other ways can relationships be graphed, other than on an xy-plane?	2. How can I measure change and accumulation of change on these graphs?
144	4/9/2019	Unit 12 REVIEW	AP Problems (Para/Polar)		A	1. What other ways can relationships be graphed, other than on an xy-plane?	2. How can I measure change and accumulation of change on these graphs?
145	4/10/2019	Unit 12 REVIEW	AP Problems (Para/Polar)		B	1. What other ways can relationships be graphed, other than on an xy-plane?	2. How can I measure change and accumulation of change on these graphs?
146	4/11/2019	Unit 12 TEST			A
147	4/12/2019	Unit 12 TEST			B
148	4/15/2019	AP Review	Create Formula Sheet Activity		A
149	4/16/2019	AP Review	Create Formula Sheet Activity		B
150	4/17/2019	AP Review	Released MC		A
151	4/18/2019	AP Review	Released MC		B
152	4/23/2019	AP Review	Graphs/Function (Rate in/Rate out)		A
153	4/24/2019	AP Review	Graphs/Function (Rate in/Rate out)		B
154	4/25/2019	AP Review	Table Probs/Slope Fields/DEQ/Logistics		A
155	4/26/2019	AP Review	Table Probs/Slope Fields/DEQ/Logistics		B
156	4/29/2019	AP Review	Area, Volume		A
157	4/30/2019	AP Review	Area, Volume		B
158	5/1/2019	Released MC			A
159	5/2/2019	Released MC			B
160	5/3/2019	AP Review	Taylor/Maclaurin		A
161	5/6/2019	AP Review	Taylor/Maclaurin		B
162	5/7/2019	AP Review	BC Concepts, Parametric, Polar		A
163	5/8/2019	AP Review	BC Concepts, Parametric, Polar		B
164	5/9/2019	AP Review	Formulas		A
165	5/10/2019	AP Review	Formulas		B
166	5/13/2019				A
167	5/14/2019	AP EXAM			B
168	5/15/2019	Exam REVIEW			A
169	5/16/2019	Exam REVIEW			B
170	5/17/2019	Exams			A
171	5/20/2019	EXAMS			B
172	5/21/2019	EXAMS			A
173	5/22/2019	EXAMS			B
174	5/23/2019	EXAMS			A