circular discs 5mm thick ness , are placed one above the other to form a cylinder of cured surface area 462cm square . find the number of discs, if the radius is 3.5cm
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Answer:
Circular discs 5 mm thickness, are placed one above the other to form a cylinder of curved surface area 462 sq cm. if the radius is 3.5 cm.
As per given the thickness of disc =5mm= 0.5cm
Radius of disc =3.5 cm
Curved surface area of cylinder =462 sq cm
∴2πr=462cm
Let number of discs are x
The height of cylinder =h= thickness of disc ×number of discs =0.5x
∴2πr=2× 22/7 ×3.5×05x
From equation (1) and (2) we get
∴2πr=2× 22/7 ×3.5×05x=462
x= 462 × 7 / 2×22×3.5×0.5
=42 discs
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