We think you have liked this presentation. If you wish to download it, please recommend it to your friends in any social system. Share buttons are a little bit lower. Thank you!
Presentation is loading. Please wait.
Published byMoses Fern
Modified over 2 years ago
A Review Game A Review Game
Area between CurvesArea between Curves Volumes by SlicingVolumes by Slicing Volumes of Revolution Disk/Washer Cylindrical ShellsVolumes of Revolution Disk/Washer Cylindrical Shells
The following will be used throughout this game.
R1R1R1R1 R2R2R2R2 R3R3R3R3
Rules: The first team to set up the complete, correct integral gets a point.
If a team makes an incorrect guess, they are “out” for that question.
The game begins with person #1. Turns rotate clockwise.
Only the person whose turn it is can write! And the most important rule….
Put The Top on the pen when you’re not writing!!!
ARE YOU READY?
The Game begins with the next slide.
Area: R3 with respect to y axis
Volume: R3 about y axis using Shell Method
Volume: R2 about x axis using Washer Method
Volume: R3 about x = 4 using Disk Method
Volume: R1 about y = 2 using Disk Method
Volume: R1 about x axis using Shell Method
Volume: R2 about y axis using Washer Method
Volume: R1 about x axis using Washer Method
Volume: R1 about y axis using Disk Method
Volume: base of R2 with equilateral triangle cross- sections that are perpendicular to the y axis
Volume: R2 about y axis using Shell Method
Area: R1 with respect to y axis
Volume: with base of R2 with square cross-sections perpendicular to x axis
Area: R1 with respect to x axis
Volume: R3 about x axis using Disk Method
Volume: R3 about y axis using Washer Method
Volume: R3 about x axis using Shell Method
Area: R3 with respect to x axis
Volume: with base of R2 with semi- circle cross- sections perpen- dicular to x axis
Area: R2 with respect to y axis
Volume: R2 about x axis using Shell Method
Volume: R2 about x = 4 using Shell Method
Volume: R1 about y axis using Shell Method
Area: R2 with respect to x axis
Volume: R1 about y = 2 using Shell Method
More on Volumes & Average Function Value. Average On the last test (2), the average of the test was: FYI - there were 35 who scored a 9 or 10, which means.
Section 7.3: Volume The Last One!!! Objective: Students will be able to… Find the volume of an object using one of the following methods: slicing, disk,
Volumes Using Cross-Sections Solids of Revolution Solids Solids not generated by Revolution Examples: Classify the solids.
7-2 SOLIDS OF REVOLUTION Rizzi – Calc BC. UM…WHAT? A region rotated about an axis creates a solid of revolution Visualization Visualization.
7.2 Volume: The Disk Method (Day 3) (Volume of Solids with known Cross- Sections) Objectives: -Students will find the volume of a solid of revolution using.
Drill: Find the area in the 4 th quadrant bounded by y=e x -5.6; Calculator is Allowed! 1) Sketch 2) Highlight 3) X Values 4) Integrate X=? X=0 X=1.723.
6.2 - Volumes Roshan. What is Volume? What do we mean by the volume of a solid? How do we know that the volume of a sphere of radius r is 4πr 3 /3 ? How.
Volumes by Slicing. disk Find the Volume of revolution using the disk method washer Find the volume of revolution using the washer method shell Find the.
VOLUMES BY CYLINDRICAL SHELLS CylinderShellCylinder.
Section Volumes by Slicing
Section 7.2 Solids of Revolution. 1 st Day Solids with Known Cross Sections.
Disks, Washers, and Cross Sections Review
Finding Volumes Chapter 6.2 February 22, In General: Vertical Cut:Horizontal Cut:
6.2C Volumes by Slicing with Known Cross-Sections.
Volumes Lesson 6.2.
SECTION 7-3-C Volumes of Known Cross - Sections. Recall: Perpendicular to x – axis Perpendicular to y – axis.
Chapter 6 – Applications of Integration 6.3 Volumes by Cylindrical Shells 1Erickson.
6.3 Volumes by Cylindrical Shells. Find the volume of the solid obtained by rotating the region bounded,, and about the y -axis. We can use the washer.
Geometric Solids EQ: What are the most common types of solids, what are cross sections and solids of revolution?
© 2017 SlidePlayer.com Inc. All rights reserved.