AP+Calculus+January+2015

Calculus Home Target 31 part A: I can find numerical approximations using Riemann Sums (Left, Right, and Midpoint) and trapezoid sums.
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Assignment: Page 274-277 (1, 2, 5, 6, 9, 10, 16, 23, 28, 30)

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No Review: [] || 6 Target 25: I can write a definite integral as a limit of Riemann Sums.

Assignment: Page 286-288 (1-5 odd, 9-27 multiples of three, 41, 42, 43)

Flipped Videos: Long Review: [] [] || 7 No School || 8 Target 25: I can write a definite integral as a limit of Riemann Sums. || 9 Work Day || 10 || Review for final || 13 Review for Final || 14 Review for final || 15 Final || 16 No Class/Remediation day. || 17 || Target 26: I can find anti-derivatives of basic functions.
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Assignment: Calculaughs Worksheet 46

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No Review: [] || 20 Target 26: I can find anti-derivatives of basic functions.

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No Review: [] || 21 Target 27: I can use the basic properties of integrals to solve integral equations and simplify expressions.

Assignment: Page 294-297 (1, 3, 15, 19, 27, 45-50)

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No Review: [] || 22 Target 28: I can find the average value of a function, and explain the relationship between average value and average rate of change.

Assignment: Page 294-297 (16, 31-35)

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No Review: [] || 23 Quiz Day || 24 || Target 29: I can use the Fundamental Theorem of Calculus to evaluate definite integrals.
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Assignment: Page 306-309 (27-43 odd)

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No Review: [] || 27 Target 30: I can use the Fundamental Theorem of Calculus to do analytical and graphical analysis of functions.

Assignment: Page 306-309 (5-13 odd, 17, 55, 58, 61, 65-69)

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No Review: [] || 28 Early Release:

Finish Target 30 and Work time

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No Review: [] || 29 Target 31B: I can find numerical approximations using Riemann Sums (Left, Right, and Midpoint) and trapezoid sums. (emphasis on trapezoids)

Assignment: Page 316-318 (1-11 odd, 31, 32, 34) || 30 Quiz Day

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