# Standing Prism Shape

## Math 8 Chapter 4 Lesson 6: Volume of a vertical prism

Math 8 Chapter 4 Lesson 6: Volume of a vertical prism 1. Summary of theory Formula for volume The volume of a vertical prism is equal to the area of ​​the base times the height (V = S. h) (S): bottom area (h): height 2. Illustrated exercise 2.1. Exercise 1 Observe the vertical prisms in …

## Math 8 Chapter 4 Lesson 7: Regular pyramids and regular truncated pyramids

Math 8 Chapter 4 Lesson 7: Regular pyramids and regular truncated pyramids 1. Summary of theory 1.1. Pyramid – The base is a polygon, the sides are triangles that share a vertex. The line that passes through the top and is perpendicular to the plane of the base is called the altitude. 1.2. Regular pyramid …

## Math 8 Chapter 4 Lesson 8: Area around a regular pyramid

Math 8 Chapter 4 Lesson 8: Area around a regular pyramid 1. Summary of theory We usually use the following formulas: – The perimeter of a regular pyramid is equal to the product of the semicircle of the base and the midpoint. ({S_{xq}} = pd) (p is the half circumference of the base; d is …

## Math 8 Chapter 4 Lesson 9: Volume of a regular pyramid

Math 8 Chapter 4 Lesson 9: Volume of a regular pyramid 1. Summary of theory Formula for volume: The volume of a regular pyramid is one third the area of ​​the base times the height (V = dfrac{1}{3} .Sh) (S): bottom area (h): height 2. Illustrated exercise 2.1. Exercise 1 Figure 129 is a student …

## Math 8 Review chapter 4: Vertical prism. Regular pyramid

Math 8 Review chapter 4: Vertical prism. Regular pyramid 1. Summary of theory 1.1. Rectangular Define: A rectangular box is a space shape with 6 faces that are all rectangles. A rectangular box has 6 faces, 8 vertices, and 12 edges. The two faces facing each other are considered to be the base of the …