Volume of Solids
 

Volume of Solids problem 222


An isosceles trapezium ABCD with sides is given:


  • Prove the height of the trapezium measures . Calculate the volume of an upright prism with height , which has the trapezium ABCD as its base.


  • Calculate the area of the trapezium obtained by the central extension of the trapezium . The stretch has its centre at the point A and the factor .


  • The trapezium ABCD rotates around its bisector for . Calculate the area and volume of the resulting revolution.


 

material editor: Onyinyechi Cynthia. Natha-Amadi