Spherical Geometry Explored: Hemispheres and Their Measures

A Deep Dive into Calculating Surface Area and Volume

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Spherical Geometry Explored: Hemispheres and Their Measures

What You Will Learn!

  • What is meant by Hemisphere?
  • What is the formula for calculating the curved surface area of hemisphere?
  • How can we calculate the total surface area of hemisphere?
  • What is the formula for calculating the volume of a hemisphere? How it is related to the volume of sphere?
  • What are the examples of Hemispheres in the real world?

Description

1. What is the meaning of Hemisphere?

2. Which are some examples of hemispheres in the real world?

3. What is the difference between Sphere and Hemisphere?

4. How many faces a sphere has?

5. What is the formula for calculation of a curved surface area of a hemisphere?

6. How we can calculate the total surface area of a hemisphere?

7. How to find the curved surface area of a hemisphere when radius is given?

8. How to calculate the total surface area of a hemisphere when radius is given?

9. How to calculate the cost of tin-plating the hemispherical bowl on the inside when the rate of tin-plating and inner diameter of hemispherical bowl are given?

10. How to calculate the outer curved surface area of hemispherical bowl when the thickness and inner radius of the bowl are given?

11. What is the formula to calculate the volume of hemisphere?

12. How to calculate the volume of a hemisphere when radius is given?

13. How to calculate the volume of water the hemispherical bowl would contain when the diameter of bowl is given?

14. How to calculate the quantity of milk (in liters) a hemispherical bowl can hold when the diameter of the bowl is given in cm?

15. How to calculate the volume of iron used to make the hemispherical tank when the inner radius of tank and thickness of iron sheet are given?

How to calculate the inner surface area of dome and volume of air inside the dome when the total cost and rate of whitewashing the inside of dome are given?

Who Should Attend!

  • Students and any individual who enjoys learning about various mathematical concepts

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Lectures

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