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CH 8 Lessons 4-7
Volume and Surface Area of Prisms and Pyramids
| Formula/Process | Task |
|---|---|
| V = Bh | Volume of a Prism |
| V = Bh | Volume of a Rectangular Prism |
| V = 1/3Bh | Volume of a Pyramid |
| V = Bh | Volume of a Triangular Prism |
| SA= 2lw + 2lh + 2hw | Surface Area of a Rectangular Prism |
| Draw out the shape of all the sides. Find the area of each. Add together. There will be 2 triangles and three rectangles in your drawing. | Surface Area of a Triangular Prism |
| Draw out the shape of all the sides. Find the area of each. Add together. | Surface Area of a Pyramid |
| SA = B + 1/2Pl (slanted l) | Surface Area of a Regular Pyramid |
| Graphic Organizer has 4 triangles and 1 square | A Square Pyramid |
| Graphic Organizer has 2 triangles and 3 squares | A Triangular Prism |
| Graphic Organizer has 3 triangles and 1 triangular base | A Triangular Pyramid |
| Graphic Organizer has 6 rectangles | A Rectangular Prism |
| A = 1/2bh | Area of a Triangle |
| A = lw | Area of a rectangle |
| A = bh | Area of a parallelogram |
| Comes to a point | Pyramid |
| Has parallel, congruent bases | Prism |