CBSE 2024
Solution :
Dimensions of Bigger Cylinder
H = 200 cm
D = 28 cm
R = D/2 = 28/2 = 14 cm
Dimensions of smaller Cylinder
h = 50 cm
r = 7 cm
D = 28 cm
R = D/2 = 28/2 = 14 cm
Dimensions of smaller Cylinder
h = 50 cm
r = 7 cm
Volume of the Iron pole = πR²H+r²h
= π[R²H+r²h]
= 22/7 [(14)²×200+(7)²×50]
= (22/7)×(7)²[2²×200+1²×50]
= 22×7[4×200+50]
= 154×[800+50]
= 154×850
= 130900 cm³
Mass of 1cm³ iron = 8g
Mass of 130900 cm³ iron = 8×130900
= 1047200 g
= [1047200/1000] kg
= 1047.2 kg
= π[R²H+r²h]
= 22/7 [(14)²×200+(7)²×50]
= (22/7)×(7)²[2²×200+1²×50]
= 22×7[4×200+50]
= 154×[800+50]
= 154×850
= 130900 cm³
Mass of 1cm³ iron = 8g
Mass of 130900 cm³ iron = 8×130900
= 1047200 g
= [1047200/1000] kg
= 1047.2 kg