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Quiz on Section 3.4 Concavity and 2nd Derivative Test
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b. On what intervals is the graph of f concave downw

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The Pillars of Success
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Instructor: Ms. Jessica Mejia Room: 205
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AP Calculus AB - Test - Chapter 2 - Basics of Differentiation
1. A B C D E
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2. A B C D E
11. A B C D E
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12. A B C D E
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Section 3.2
ROLLES THEOREM AND MEAN VALUE THEOREM
Objectives
I can apply the Mean Value Theorem to a
function to predict a particular slope over an
interval.
I can apply Rolles Theorem to a function to
predict a zero slope over a closed interval.
Homew

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Every accomplishment starts with the decision to try. - Anonymous
Specific
Measurable
Attainable
Realistic
Time-bound
What EXACTLY do you aim to accomplish?
How will you know you have reached your goal?
Is your goal actua

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1.7
Solving Absolute Value
Equations and Inequalities
What you should learn
GOAL 1 Solve absolute
value equations and
inequalities.
GOAL 1
SOLVING EQUATIONS AND INEQUALITIES
The absolute value of a number x, written|x|, is the distance the num

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2014-15
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PG. 183 #10-16 (EVEN), 1830 (EVEN), 42-48 (EVEN)
CURVE SKETCHING
FIND THE DOMAIN AND RANGE
FIND THE X AND Y INTERCEPTS
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EVEN F(-X) =

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The following outline presents topics in the order they will be discussed in class and the
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Name_
Test on Chapter 2 - Absolute Value Function
Date_ Period_
Section 2.1 - Graphing Absolute Value Equations. Indicate the Domain, Range and Vertex for
each graph. 8 points each
1) y = x - 2
2) y = - x - 1 - 2
y
y
6
6
5
5
4
4
3
3
2
2
1
1
-6 -

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Office of Personal & Career Development
SMART Goal Setting Instructions
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Reporting Category Functions
Topic
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Primary SOL
AII.7 T

CRLS Mathematics Department
AB & BC Calculus Curriculum Map/Pacing Guide
Understanding Goals/
Essential Questions
# of Blocks
AB
BC
Students will be able to.
page 1 of 9
Resources/Assessments
book
other
120
100
Unit 1: Limits and
Continuity
15
9
Totals Al

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AP Calculus AB
Revised May 2015
Students who successfully complete this course will receive one credit AP Calculus AB and will take the AP Calculus AB Exam.
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Determining Asymptote Practice Date Period
Identify the vertical asymptotes and horizontal asymptote of each. If there is no horizontal
asymptote, what is the slant asymptote? Justify your answers.
_ 3 _
1) .f(x)= 2H4 2) f(x)=_

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Complete the 1st 9 Weeks Reflection
SECTION 3.4 Concavity
and the 2nd Derivative Test
OBJECTIVES AND HOMEWORK
Objectives:
I can use the 2nd derivative of a function to describe
the concavity in the graph of the function.
I can lo

1st 9 Weeks Reflection
Complete the 1st 9 Weeks Reflection
SECTION 3.4 Concavity
and the 2nd Derivative Test
OBJECTIVES AND HOMEWORK
Objectives:
I can use the 2nd derivative of a function to describe the
concavity in the graph of the function.
I can loca