Math, asked by mohammedshariff911, 6 hours ago

a metal sheet of length 2 cm and breadth 44 cm is rolled to form hallow pipe of length 2 cm. then the radius of that pipe is​

Answers

Answered by vaishnavi6944
5

Step-by-step explanation:

Length of the sheet=Circumference of the base.

Length of the sheet=Circumference of the base.⇒44=2πr

Length of the sheet=Circumference of the base.⇒44=2πr⇒r=44×

Length of the sheet=Circumference of the base.⇒44=2πr⇒r=44× 2

Length of the sheet=Circumference of the base.⇒44=2πr⇒r=44× 21

Length of the sheet=Circumference of the base.⇒44=2πr⇒r=44× 21

Length of the sheet=Circumference of the base.⇒44=2πr⇒r=44× 21 ×

Length of the sheet=Circumference of the base.⇒44=2πr⇒r=44× 21 × 22

Length of the sheet=Circumference of the base.⇒44=2πr⇒r=44× 21 × 227

Length of the sheet=Circumference of the base.⇒44=2πr⇒r=44× 21 × 227

Length of the sheet=Circumference of the base.⇒44=2πr⇒r=44× 21 × 227 =7

Length of the sheet=Circumference of the base.⇒44=2πr⇒r=44× 21 × 227 =7∴ Radius=7cm

Length of the sheet=Circumference of the base.⇒44=2πr⇒r=44× 21 × 227 =7∴ Radius=7cmBreadth of the metal sheet=height of the cylinder

Length of the sheet=Circumference of the base.⇒44=2πr⇒r=44× 21 × 227 =7∴ Radius=7cmBreadth of the metal sheet=height of the cylinderh=20cm

Length of the sheet=Circumference of the base.⇒44=2πr⇒r=44× 21 × 227 =7∴ Radius=7cmBreadth of the metal sheet=height of the cylinderh=20cmCurved surface area=2πrh

Length of the sheet=Circumference of the base.⇒44=2πr⇒r=44× 21 × 227 =7∴ Radius=7cmBreadth of the metal sheet=height of the cylinderh=20cmCurved surface area=2πrh=2×

Length of the sheet=Circumference of the base.⇒44=2πr⇒r=44× 21 × 227 =7∴ Radius=7cmBreadth of the metal sheet=height of the cylinderh=20cmCurved surface area=2πrh=2× 7

Length of the sheet=Circumference of the base.⇒44=2πr⇒r=44× 21 × 227 =7∴ Radius=7cmBreadth of the metal sheet=height of the cylinderh=20cmCurved surface area=2πrh=2× 722

Length of the sheet=Circumference of the base.⇒44=2πr⇒r=44× 21 × 227 =7∴ Radius=7cmBreadth of the metal sheet=height of the cylinderh=20cmCurved surface area=2πrh=2× 722

Length of the sheet=Circumference of the base.⇒44=2πr⇒r=44× 21 × 227 =7∴ Radius=7cmBreadth of the metal sheet=height of the cylinderh=20cmCurved surface area=2πrh=2× 722 ×7×20=880sq.cm

Length of the sheet=Circumference of the base.⇒44=2πr⇒r=44× 21 × 227 =7∴ Radius=7cmBreadth of the metal sheet=height of the cylinderh=20cmCurved surface area=2πrh=2× 722 ×7×20=880sq.cm∴ Curved surface area is 880sq.cm

Answered by merlinedsouza
1

Answer:

hlo

Step-by-step explanation:

ans::==880sq cm

hope it helps you

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