Section Week 15 (12/1-12/5)
Subsection Monday 12/1
Letβs explore the FTC with an activity (not unlike your final homework assignment). But first, warm up with a couple examples of using the fundamental theorem of calculus to calculate integrals exactly.
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Find \(\int_0^5 2e^x\, dx\)
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Find \(\int_2^8 1+x+x^2 \, dx\)
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Find the average value of the function \(\sin(x)\) on the interval from \(0\) to \(\pi\text{.}\)
Now work on the Reasoning with the FTC activity.
Subsection Tuesday 12/2
Today we will finish exploring the Reasoning with the FTC activity we started last class. Then learning target quizzes.
