Question

A vessel has 5L 500ml of ice cream. How many ice cream cups,each of 50ML capacity,can be filled.​

Answer 1

Total volume of ice cream = 5 L 500

ml = 5500 ml.

Volume of cup = 500 ml.

Therefore no of cups = 11.

Answer 2

Given :-

• Volume of Cups = 50 ml

• Volume of Ice-cream = 5L 500 ml

To Find :-

• No. of cups to fill this Ice-cream

Answer :-

• 110

Solution :-

Formula Used

$\sf{\underline{\boxed{\green{No.\: of \: cups=\dfrac{Volume\:of\:Ice-Cream}{Volume\:of\:Cups}}}}}$

• Firstly we will convert the volume of ice cream in the vessel into ml for finding the number of cups

$\implies$5L 500 ml

$\implies$5000 + 500

$\implies$5500 ml

• Now we have got the total volume of ice cream into ml so now we can find the number of cups by using the given formula

$\longrightarrow\sf{n = \dfrac{Volume\:of\:Ice-Cream}{Volume\:of\:Cups}}$

${}$

$\longrightarrow\sf{n = \dfrac{5500}{50}}$

${}$

$\longrightarrow\sf{n = \dfrac{\cancel{5500}}{\cancel{50}}}$

${}$

$\longrightarrow\sf{n = 110\:Cups}$

So we can fill 110 cups of 50ml from 5500 ml of Ice-Cream