Question

The height of a cylinder is 77vm and the circumference of the base of the cylinder is 24 m.find the volume of the cylinder

Answer 1

Volume of the cylinder is 141812

Answer 2

• Height of cylinder(h) = 77m
• Height of cylinder(h) = 77m Circumference of base of cylinder (c1) = 24 m = 2πr
• Height of cylinder(h) = 77m Circumference of base of cylinder (c1) = 24 m = 2πr2πr = 24
• Height of cylinder(h) = 77m Circumference of base of cylinder (c1) = 24 m = 2πr2πr = 24 r = 12/π
• Height of cylinder(h) = 77m Circumference of base of cylinder (c1) = 24 m = 2πr2πr = 24 r = 12/πvolume of cylinder = πr²h
• Height of cylinder(h) = 77m Circumference of base of cylinder (c1) = 24 m = 2πr2πr = 24 r = 12/πvolume of cylinder = πr²h= π x 12/π x 12/π x 77
• Height of cylinder(h) = 77m Circumference of base of cylinder (c1) = 24 m = 2πr2πr = 24 r = 12/πvolume of cylinder = πr²h= π x 12/π x 12/π x 77= 144x 77/π
• Height of cylinder(h) = 77m Circumference of base of cylinder (c1) = 24 m = 2πr2πr = 24 r = 12/πvolume of cylinder = πr²h= π x 12/π x 12/π x 77= 144x 77/π= (144 x77) x 7/22
• Height of cylinder(h) = 77m Circumference of base of cylinder (c1) = 24 m = 2πr2πr = 24 r = 12/πvolume of cylinder = πr²h= π x 12/π x 12/π x 77= 144x 77/π= (144 x77) x 7/22= 77616/22
• Height of cylinder(h) = 77m Circumference of base of cylinder (c1) = 24 m = 2πr2πr = 24 r = 12/πvolume of cylinder = πr²h= π x 12/π x 12/π x 77= 144x 77/π= (144 x77) x 7/22= 77616/22= 3528 m³