Spring+Week+03

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Tuesday 1/19
We began with a mastery quiz; the question is shown below.

Following the mastery, we were shown the new notation for evaluating definite integrals. The steps we had learned previously were 1) Find the anti-derivative of the function presented in the definite integral. Name this function g(x). 2) Evaluate g(x) at the upper index of the definite integral - this would be g(2) using the example to the left. 3) Evaluate g(x) at the lower index of the definite integral - this would be g(0) using the example to the left. 4) Find the difference between the answers to steps 2) and 3).

The following graphic displays the correct way to write out the evaluation of a definite integral. Happy Homework! page 232 # 1-23 odd.

Wednesday 2/20
Review for the test- first one of the semester covering sections 5.1, 5.2, 5.3 and part of 5.4 ( how to evaluate a definite integral). We spent most of the time with practice problems similar to those below. Happy Studying!