First Semester Final Exam Unit 5.1: Multiple Integrals - Double Integrals Objective Define the double integral of a function f from as the volume over a rectangular region in the Compute the double integral as a double Riemann sum over a rectangular region. - Online interactive quizzes and tutorials correlated to textbook Formative Assessment (Stewart) chapters and sections. Click here: Summative Assessment - Students are assessed over the entire unit. Click here: Questions 1 and 2 apply to this objective. Learning Activity PowerPoint slides addressing the current objective. Click here: Homework Stewart Chapter 16.1: 1-7 (odd) Unit 5.2: Multiple Integrals - Iterated Integrals Local Objective Define an iterated double integral using an iterated Riemann integral. Use Fubini's theorem to show that iterated double integral (in either is equivalent to the double integral defined over a general region. Compute double integral over general region various iterated integrals. Formative Assessment - Online interactive quizzes and tutorials correlated to textbook (Stewart) chapters and sections. here: Summative Assessment - Students are assessed over the entire unit. here: Questions 3-5 apply to this objective.
First Semester Final Exam Unit 5.1: Multiple Integrals - Double Integrals Objective Define the double integral of a function f from as the volume over a rectangular region in the Compute the double integral as a double Riemann sum over a rectangular region. Formative Assessment - Online interactive quizzes and tutorials correlated to textbook (Stewart) chapters and sections. Click here: Summative Assessment - Students are assessed over the entire unit. Click here: Questions 1 and 2 apply to this objective. Learning Activity PowerPoint slides addressing the current objective. Click here: Homework Stewart Chapter 16.1: 1-7 (odd) Unit 5.2: Multiple Integrals - Iterated Integrals Local Objective Define an iterated double integral using an iterated Riemann integral. Use Fubini's theorem to show that iterated double integral (in either is equivalent to the double integral defined over a general region. Compute double integral over general region various iterated integrals. Formative Assessment - Online interactive quizzes and tutorials correlated to textbook (Stewart) chapters and sections. here: Summative Assessment - Students are assessed over the entire unit. here: Questions 3-5 apply to this objective.
CalcIIISyllabusFa12.docx