'Vertical strips' presentation slideshows

Bruce Mayer, PE Licensed Electrical & Mechanical Engineer BMayer@ChabotCollege.edu

502 views • 42 slides

Distributed Forces: Centroids and Centers of Gravity

Distributed Forces: Centroids and Centers of Gravity. Contents. Introduction Center of Gravity of a 2D Body Centroids and First Moments of Areas and Lines Centroids of Common Shapes of Areas Centroids of Common Shapes of Lines Composite Plates and Areas Sample Problem 5.1

1.26k views • 32 slides

Warmup

Warmup. 7.2:. Areas in the Plane. We could split the area into several sections, use subtraction and figure it out, but there is an easier way. How can we find the area between these two curves?. Consider a very thin vertical strip. The length of the strip is:. or.

339 views • 17 slides

Areas and Volumes

Greg Kelly, Hanford High School, Richland, Washington Adapted by: Jon Bannon, Siena College. Photo by Vickie Kelly, 2003. Areas and Volumes. Gateway Arch, St. Louis, Missouri. We could split the area into several sections, use subtraction and figure it out, but there is an easier way.

201 views • 14 slides

7.1

7.1. Area between curves. Gateway Arch, St. Louis, Missouri. We could split the area into several sections, use subtraction and figure it out, but there is an easier way. How can we find the area between these two curves?. Consider a very thin vertical strip. The length of the strip is:. or.

142 views • 12 slides

7.1 Area of a Region Between Two Curves

7.1 Area of a Region Between Two Curves. Example. Find the area between these two curves from x = -1 to x = 2. Consider a very thin vertical strip. The length of the strip is:. or. Since the width of the strip is a very small change in x , we could call it dx.

308 views • 11 slides

7.2

7.2. Areas in the Plane. How can we find the area between these two curves?. Consider a very thin vertical strip. The length of the strip is:. or. Since the width of the strip is a very small change in x , we could call it dx.

118 views • 10 slides

7.2

Photo by Vickie Kelly, 2003. Greg Kelly, Hanford High School, Richland, Washington. 7.2. Areas in the Plane. Gateway Arch, St. Louis, Missouri. We could split the area into several sections, use subtraction and figure it out, but there is an easier way.

246 views • 9 slides

Calculus II Chapter 6 Section 2 Area between Curves

Calculus II Chapter 6 Section 2 Area between Curves. David Dippel LoneStar College - Montgomery. How can we find the area between these two curves?. Consider a very thin vertical strip. The length of the strip is:. or.

281 views • 7 slides