Math, asked by Robin7080, 3 months ago

The radii of the top and bottom of a bucket of slant height 45 cm are 28 cm and 7 cm, respectively. The curved surface area of the bucket is?
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Answers

Answered by reshma903375
1

Answer:

Answer. => 22 × 45×35 /7 = 34650/7 = 4950 cm².

Answered by Anonymous
28

Given :

➧Radius at top of Bucket = 28 cm

➧Radius of Bottom of Bucket = 7 cm

➧Slant Height of Bucket = 45 cm

To Find :

Curved Surface area of Bucket

Solution :

As we Know That,

CSA Of Bucket = πr (l+ r )

➥ 22/7 × 45 ( 28 +7 )

➥ 22/7 × 45 × 35

➥ 22/7 × 1575

➥ 4950 cm²

∴ CSA of The Bucket is 4950 cm².

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