Tuesday, March 21, 2017
Students will be able to use the trapezoid rule to estimate the area between a graph and the x-axis and compare it to the other Riemann Sums rule on an exit slip.
Hello everyone and Happy Tuesday! I woke up today feeling gross and contagious, so I'm home today. We'll talk about your assessments tomorrow, but they are all graded and inputted! Please follow the agenda below and be sure to complete the practice in your Practice Notebook and complete and submit the exit slip to whomever covers the class.
See you all tomorrow!
See you all tomorrow!
Riemann's Sum Practice (from Friday)
|
Riemann's Sum Model
|
|
|
Trapezoid Rule - Exploration Video and Practice
Copy example and complete "Understanding the Trapezoid Rule" and "Practice: Trapezoidal rule"
MORE Trapezoid Rule Practice!
riemann_trapezoids_practice.pdf | |
File Size: | 82 kb |
File Type: |
Wednesday, March 22, 2017
Unit 4 Answer Key
skm_754e17032205590.pdf | |
File Size: | 281 kb |
File Type: |
Friday, March 24, 2017
Students will apply multiple methods to evaluate the area between the curve and the x-axis on a QUIZ.
DO NOW - Which response is correct? Explain your reasoning in complete sentences in your Practice Notebook.
Independent Practice 1
|
|
Quick Check - Riemann Sum!