Math, asked by Aakash55555, 8 months ago

A petrol tank is a cylinder of diameter 21 and length 18 cm fitted with conical ends each of axis length 9 cm. Determine
the surface area of the petrol tank.​

Answers

Answered by Anonymous
2

Hi✌️✌️

Volume of the cylindrical portion of the tank= πr²h

=22/7 * (21/7)² * 18cm³ = 174636/ 28 cm³

= 6237cm³

Volume of 2 conical ends

=2 (1/3πr²h) =2/3πr²h =2/3 * 22/7 * (21/2)2 * 9cm³

=174636 / 84 cm³ =2079cm³

Therefore, capacity of the tank= 6237cm³ + 2079cm³ = 8316cm³

Thus, capacity of the tank= 8316cm³

I hope it will help you ❣️❣️

Answered by chauhannisha
2

Answer:

i got the ans.

Step-by-step explanation:

hope this will make u understand.

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