Question

A large cylindrical vessel is filled upto a height of 32 cm with orange juice.
The radius of vessel is 15 cm. The juice is filled in small cylindrical glasses
of radius 3 cm and height 8 cm. The cost of one glass juice is 6. What is the
total cost of the juice?​

Answer 1

Answer:

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The dimensions of the cylindrical vessel Radius = 15cm Height = 32cm

We know that Volume of cylindrical vessel = πr2h

By substituting the values Volume of cylindrical vessel

= (22/7) × (15)2 × 32 So we get Volume of cylindrical vessel

= 22628.571 cm3

The dimensions of cylindrical glass are Radius = 3cm

Height = 8cm

We know that Volume of each small cylindrical glass

= πr2h By substituting the values Volume of each small cylindrical glass

= (22/7) × (3)2 × 8

So we get Volume of each small cylindrical glass

= 226.28 cm3 So the number of small glasses filled

= volume of cylindrical vessel/ volume of each glass

By substituting the values Number of small glasses filled = 22628.571/226.28

= 100 It is given that Cost of 1 glass

= ₹ 15 So the cost of 100 glasses

= ₹ (15 × 100) = ₹ 1500 Therefore, the juice seller receives ₹ 1500 by selling 100 glasses of orange