Math, asked by omprakash08, 4 months ago

the diameter of rectangular sheet of paper is 22cm×14cm. It is rolled once across the breadth and once across the length to form a right corner cylinder of biggest possible surface area. Find the difference in volumes of two cylinder that will be formed.​

Answers

Answered by Anonymous
2

Step-by-step explanation:

For Right Circular cylinder 1, we have

height h=12

circumference of circular part =22

i.e 2πr=22

∴r=

22

11(7)

∴r=

2

7

Volume v1=πr

2

h

∴v1=

7

22

(

2

7

×

2

7

)×12

∴v1=462 c.c

For Right Circular cylinder 2, we have

height h=22

circumference of circular part =12

i.e 2πr=12

∴r=

22

6(7)

∴r=

11

21

Volume v2=πr

2

h

∴v2=

7

22

(

11

21

×

11

21

)×22

∴v2=252 c.c

Difference in volumes:

v1−v2=462−252

=210 c.c

Answered by rathinaporkodig
3

Answer:

539cm^3

Step-by-step explanation:

HEY...

HERE

1.HEIGHT= 14 cm

...when rectangular paper is rolled LENGTH becomes CIRCUMFERENCE OF CIRCLE.

2.LENGTH = 22

Attachments:
Similar questions