Ch 22 : Surface Area and Volume (continued)
Before we proceed we need to revise the formulas we have learnt. Can you remember the following formulas :
Before we proceed we need to revise the formulas we have learnt. Can you remember the following formulas :
- Volume of a cylinder ?
- Curved surface area of a cylinder ?
- Total Surface area of a cylinder ?
- Volume of the metal (or material) of an open cylinder ?
- curved surface area of a cone ?
- total surface area of a cone ?
- volume of a cone ?
Let us now move ahead to a Sphere ! A basketball is a sphere, to is a tennis ball and a football. So what will be a hemisphere ? I'm sure that you have come across that word in Geography - in which subject it refers either to the Northern or southern half. Is the earth a sphere ? NO ! It's it's own shape !!!
There are two formulas to be learnt here :
- Surface Area of a sphere : 4πr2
- So, what will be the total surface area of a hemisphere ? It will be 3πr2 - half (curved surface) of the sphere : 2πr2 and the circular section πr2
- Volume of a sphere is 4/3 πr3
- So what will be the volume of a hemisphere ? half of a sphere which is 2/3 πr3
So, let us try and work out the following sums : Ex 22 (C) : Nos. 1, 2, 9 and 10
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