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Warm up 8/25Warm up
1.
Do in notebook
Expand the binomials 31. ( )x h
42. ( )x h
53. ( )x h
Homework Group
Check in with your group!
See which problems you have questions on
Help your group member.
Still unsure ? Thank about what you need to ask. Write those questions down.
- Go over as a class.
Before the quiz:
Group Study questions :
When do you use the c-definition over the delta x? How to you find equations of tangent lines? What are the import parts , and how do you get them?
How to you find equations of secant lines ?
What is the derivative and what are some of its notations?
Be seated before the bell rings
DESK
homeworkWarm-up (in your notes)
Agenda : warm-up / go over hwHw Quiz
Notes lesson 2.2
NotebookTable of content
Page1
Learning Target 1
1) 1-1 A Preview of Calculus
2) 1-2 Finding limits graphically and numerically
3) 1-3 Evaluating limits analytically
4) 1-4 Continuity
5) 1-5 & 3.5
6) 2.1 The Derivative
7)2.2 The power rule
Learning Target
LT2: I can use the power
HW: P 114; 3-23 odd, 31-49 odd, 53ab,54ab, 70,75,76
Section Learning Target I Know It !!
PartiallyGet It
Don’t
Get it
LT2: 2.1 I can use the power
AP Calculus AB Learning Targets Chapter 2 part 1
HW: P 114; 3-23 odd, 31-28, 39-51, 53ab,54ab, 70,75,76
2.2 The power rule Find the derivative
3( ) 3 7b x x x
4( ) 3c x x x
5( )d x x x
6( )f x x
7( )g x x
8( )h x x
9( )i x x
2( ) 3 7a x x x
5( ) 3e x x
7 6( )f x x x What will the derivative of be?
Lets see how this works: ( ) nf x x
'( )f x
0
( ) ( )limh
f x h f x
h
6 4( ) 3 4f x x x x
'( )f x
1( )f x
x
Find the derivative
( )f x x
Find the derivative
3 2( )f x x
Find the derivative
3
5( )
2f x
x
Find the derivative
34
2( )f x
x
Find the derivative
Derivatives of trig functions siny x
'y
cos x
cosy x 'y sin x
2siny x
'y sin
2
xy
'y cos sin3
y x x
2cos x
'y
1cos
2x
sin cos3
x x
3 2
2
3 4#45 ( )
x xf x
x
Closer:
Summarize what one person in your group learned in class today.