Can anybody tell me how to remember formula's of chapter surface area and volume
Answers
Answered by
1
the chapter consists of many formula of shapes like cone, sphere, hemisphere, cube and all.
Best way to learn it to revise and write separately.
hope it help
Best way to learn it to revise and write separately.
hope it help
Answered by
1
No need to learn
just u should know the concept
Like CSA of cylinder= 2 pie r h
its because curcumference of cross sectional circle × height
As circumference is 2 pie r
So its 2 pie r h
whereas its volume is pie r^2 h
because volume = area × height
Area = pie R^2
therefore volume = pie r^2 h
For cone its just 1/3 of volume of cylinder
As it is cut in 3 parts
CSA of cone = pie r l
Its because cone has variable cross section
So u have to integrate by taking small dA area of dx width and then integrate
Same why Volume of Sphere = 4/3 pie r^3
Here As Sphere contains variable cross sectional rings.
therefore u have to integrate
its Surface area = 4 pie r^2
Just learn it in a way = (2 pie r) ( 2r)
Take circumference of cross sectional passing through diameter and height takes diameter
This way u can learn
just u should know the concept
Like CSA of cylinder= 2 pie r h
its because curcumference of cross sectional circle × height
As circumference is 2 pie r
So its 2 pie r h
whereas its volume is pie r^2 h
because volume = area × height
Area = pie R^2
therefore volume = pie r^2 h
For cone its just 1/3 of volume of cylinder
As it is cut in 3 parts
CSA of cone = pie r l
Its because cone has variable cross section
So u have to integrate by taking small dA area of dx width and then integrate
Same why Volume of Sphere = 4/3 pie r^3
Here As Sphere contains variable cross sectional rings.
therefore u have to integrate
its Surface area = 4 pie r^2
Just learn it in a way = (2 pie r) ( 2r)
Take circumference of cross sectional passing through diameter and height takes diameter
This way u can learn
Similar questions