HW: Complete all problems except #10 (the boat and ambulance problem).
Since I was at a district meeting, students had time to work together on their worksheets on optimization.
HW: Complete all problems except #10 (the boat and ambulance problem). We went through the last 2 examples from our 3.7 notes. We also went over WS 3.7 1 - 4, 6, & 12. Answers were given for 1 - 5, 6, 8, 11 - 13.
Watch the links below http://www.youtube.com/watch?v=Zq7g1nc2MJ8 http://www.youtube.com/watch?v=EOJbmMB8uCQ http://www.youtube.com/watch?v=-SQirLL_pqU Use the links below for more examples. http://www.youtube.com/watch?v=_oS_LjKse38 http://www.youtube.com/watch?v=_wsp2maK0w0 http://www.youtube.com/watch?v=IRWuAoqeeGM HW: Complete WS Optimization Section 3.7 and complete 1 - 4 on WS Optimization Homework. To help review for our 3.6 quiz today, students were given 2 sets of 15 cards that they needed to match. This was done in a group of 3 and feedback was given in class. Then students completed their quiz 3.5 - 3.6.
HW: WS 3.7 1 - 5 (should be done from yesterday) and now complete 6, 8, 11 - 13 Students completed a 10 question review from section 3.6 with a given graph, f(x), f' (x), or f" (x) and were asked to choose a proper conclusion. Then we went over the local extrema and where the points of inflection would be located on the homework from Friday. We also completed 4 examples that used calculus to find the optimal solution.
Use the links below for more examples. http://www.youtube.com/watch?v=_oS_LjKse38 http://www.youtube.com/watch?v=_wsp2maK0w0 http://www.youtube.com/watch?v=IRWuAoqeeGM HW: WS 3.7 do 1 - 5 and complete the back (a - d) of WS 3.6 (has the 3 graphs on the front). Quiz tomorrow over sections 3.5 & 3.6. We completed the 3.6 sheet from yesterday and students had the opportunity to practice on 3 different given graphs being able to identify where the function is increasing/decreasing, local extrema, concave up/down & points of inflection given the derivative graph. We checked these in class.
Please watch this video https://www.youtube.com/watch?v=yLm3nZQGvjI This will help with interpreting your derivative graph. HW: Complete the back side of WS 3.6 CLASSWORK and do WS 3.6 (1 - 3) with 3 new graphs. We completed our examples from yesterday's notes on limits at infinity. Students were given a summary sheet with 24 problems. Students worked together in class for 15 minutes and were able to check their answers. Then we completed tasks that gave us a derivative graph and we were asked to identify critical points, places where f(x) had horizontal tangents, intervals where f(x) was increasing or decreasing, also asked to identify the x-value of the local extrema.
HW: Complete book 3.5 and parts a, b, and c on problem 1 on WS 3.6. As a warmup students completed the 8 question graph and verbal description match. We also went over 1 - 3 and #6 on the last page of the review packet from yesterday. Then went through our notes on the 3 cases for limits at infinity.
Only 3 cases possible: A) Degree of numerator > degree of demoninator gives a limit of + or - infinity B) Degree of numerator = degree of demoninator gives a limit of a/b where a and b are the leading coefficients of the numerator and denominator (respectively) C) Degree of numerator < degree of demoninator gives a limit of Zero HW: Complete all of the worksheet 4.1 - 4.3 review that was handed out yesterday AND section 3.5 page 205 - 206 1 -6, 15, 16, 18 - 20 , 27, 30 35 - 37, 53, 54 OR webassign 3.5 Welcome back and happy 2016! We are exactly 4 months away from the AP Exam on 5/5/2016. Students were given an overview of semester II. Then we worked on a review of key material from 3.1 - 3.4. We will move on to section 3.5 tomorrow.
HW: Students are to complete the first 4 pages (page 3 has no work as it is only a graph). |
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