Updates Unit 3 Test next Friday, 10/31!
Bell RingerFind the limit of 0 1 does not exist ¼ 7/4
Find the limit of ∞ 1 ∞ 5 1
Find the limit of ∞ ∞ 0 5/4 6
Find the limit of ∞ 7 8 0 1
Which of the following has a horizontal asymptote at y = ½
 none of these
Review Lesson Optimization
 Find two positive numbers that have a product of 100 and the sum is a minimum.
 Find the length and width of a rectangle that has a perimeter of 100 feet and a maximum area.
Exit Ticket Posted at the end of the block.
 Lesson Objective(s) How can derivatives be used to find optimum conditions?
Standard(s)  #1  Make sense of problems and persevere in solving them
 #2  Reason abstractly and quantitatively
 #5  Use appropriate tools strategically
 #6  Attend to precision
 #8  Look for and express regularity in repeated reasoning
Past Checkpoints  Extrema (page 169)
 A  #4
 B  #6
 C  #18
 D  #22
 E  #34
 Rolle's Theorem (page 176)
 Mean Value Theorem (page 176177)
 Increasing/Decreasing Functions (page 186)
 L  #6
 M  #20
 N  #44
 O  #48
 Concavity and Points of Inflection (page 195)
 P  #6
 Q  #16
R  #18 S  #20
 T  #24
U  #32 V  #38
 W  #52
 Limits at Infinity
