l Integration Applications l Area Between Curves 6
l Integration Applications l Area Between Curves (6. 1) l Average Value of a Function (6. 5) l Volumes of Solids (6. 2, 6. 3) l Created by Rotations l Created using Cross Sections l U-substitution (5. 5) l Integration by Parts (7. 1) Trig Integrals (7. 2) l Trig Substitution (7. 3) l Wednesday, Sept 14, 2016 This Week: TEST #1 Part I: Thursday (WIH 128) Part II: Friday (WIH 128) MAT 146
Wednesday, Sept 14, 2016 MAT 146
Wednesday, Sept 14, 2016 MAT 146
Wednesday, Sept 14, 2016 MAT 146
Wednesday, Sept 14, 2016 MAT 146
Wednesday, Sept 14, 2016 MAT 146
Wednesday, Sept 14, 2016 MAT 146
Wednesday, Sept 14, 2016 MAT 146
Wednesday, Sept 14, 2016 MAT 146
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Wednesday, Sept 14, 2016 MAT 146
Improper Algebraic Fractions? Unfactorable Quadratics? Repeated Linear Factors? Wednesday, Sept 14, 2016 MAT 146
Consider the first-quadrant region R with borders y = sin(x) y = 0 and x = π/2 (A) Sketch region R on the xy-plane. (A) Calculate the exact area of R. Show evidence to support your solution. (B) Set up, but do not calculate, a definite integral to represent the volume of the solid created when R is revolved around the y-axis. Wednesday, Sept 14, 2016 MAT 146
Consider the first-quadrant region R with borders y = sin(x) y = 0 and (A) Sketch region R on the xy-plane. Wednesday, Sept 14, 2016 MAT 146 x = π/2
Consider the first-quadrant region R with borders y = sin(x) y = 0 and x = π/2 B. Calculate the exact area of R. Show evidence to support your solution. Wednesday, Sept 14, 2016 MAT 146
Consider the first-quadrant region R with borders y = sin(x) y = 0 and x = π/2 C. Set up, but do not calculate, a definite integral to represent the volume of the solid created when R is revolved around the y-axis. Shells: Washers: Wednesday, Sept 14, 2016 MAT 146
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