Class 3 Exam  >  Class 3 Notes  >  Mathematics for Class 3: NCERT  >  Worksheet Solutions: Jugs And Mugs - 1

Class 3 Maths - Fun With Numbers - CBSE Worksheets Solutions - 1

Q1: Write whether the following quantities of liquids need to be measured  in L/ml:

(i) A bucket of water ___________
Ans: L (Usually measured in liters)

(ii) An eyedropper filled with medicine ___________
Ans: ml (Measured in milliliters)

(iii) A jug of juice ___________
Ans: L (Usually measured in liters)

Class 3 Maths - Fun With Numbers - CBSE Worksheets Solutions - 1

(iv) A glass filled with milk ___________
Ans: ml (Measured in milliliters)

(v) A pen filled with ink ___________
Ans: ml (Measured in milliliters)

(vi) A tank full of water ___________
Ans: L (Usually measured in liters)

(vii) A syringe filled with water ___________
Ans: ml (Measured in milliliters)

(viii) A can of cold-drink ___________
Ans: L (Usually measured in liters)

Class 3 Maths - Fun With Numbers - CBSE Worksheets Solutions - 1

(ix) A cup of tea ___________
Ans: ml (Measured in milliliters)

Q2: Fill in the blanks

(i) 1/2 L = ______ ml
Ans:
500 ml

(ii) 2300 ml = ______ L ______ml
Ans:
2 L, 300 ml

(iii) 4 L 500 ml = _______ ml
Ans: 4500 ml

(iv) 3400 ml = ______ L ______ml
Ans: 
3 L 400 ml

(v) 7 L 200 ml = _______ ml
Ans:
7200 ml

(vi) 6300 ml = ______ L ______ml
Ans:
6 L 300 ml

(vii) 1 L 240 ml = _______ ml
Ans: 
1240 ml

(viii) 3300 ml = ______ L ______ml
Ans:
3 L 300 ml

(ix) 6200 ml = ______ L ______ml
Ans:
6 L 200 ml

(x) 3 L 310 ml = _______ ml
Ans:
3310 ml

(xi) 1/4 L = ______ ml
Ans: 
250 ml

(xii) 2500 ml = ______ L ______ml
Ans: 
2 L 500 ml

(xiii) 8 L 200 ml = _______ ml
Ans: 
8200 ml

(xiv) 6300 ml = ______ L ______ml
Ans: 
6 L 300 ml

(xv) 4 L 700 ml = _______ ml
Ans: 
4700 ml

(xvi) 7400 ml = ______ L ______ml
Ans:
7 L 400 ml

(xvii) 9 L 450 ml = _______ ml
Ans: 
9450 ml

(xviii) 6700 ml = ______ L ______ml
Ans: 
6 L 700 ml

(xix) 9500 ml = ______ L ______ml
Ans: 
9 L 500 ml

(xx) 4 L 750 ml = _______ ml
Ans: 
4750 ml

Q3: Word Problems

(i) A can of soup is 350 ml and Jack mixes in a can full of water with the soup. What is the total volume?
Ans: 
The total volume when a can of soup (350 ml) is mixed with a can full of water is 350 ml (soup) + 350 ml (water) = 700 ml.

(ii) A carton of milk has 2 L. If we pour the milk into four mugs evenly, what is the volume of milk in each mug?
Ans: 
If a carton of milk (2 L) is poured into four mugs evenly, each mug will contain 2 L / 4 = 0.5 L of milk.

(iii) In a water bottle, there is 3 L of water. If the capacity of the bottle is 9 L, how much more water is needed to fill up the bottle?
Ans: 
To fill up the water bottle to its capacity of 9 L, you need 9 L (capacity) - 3 L (water already in the bottle) = 6 L more water.

Class 3 Maths - Fun With Numbers - CBSE Worksheets Solutions - 1

(iv) A fish tank has the capacity of 10 L. If the tank is filled up half way, how much water is in the tank?
Ans:
If a fish tank has a capacity of 10 L and is filled up halfway, there is 10 L (capacity) / 2 = 5 L of water in the tank.

(v) A mega bottle of soda is 5 L. There are 3 students, and each drinks 1*A L. How much is left in the bottle?
Ans:
If a mega bottle of soda is 5 L, and each of the 3 students drinks 1 * A L, then the total amount consumed is 3 * 1 L = 3 L. The remaining amount in the bottle is 5 L (original) - 3 L (consumed) = 2 L.

(vi) There are two measuring cups on the counter. One contains 13 fluid ounces oflemon juice and the other contains 12 fluid ounces oflemon juice. How much lemon juice is there in total?
Ans: 
The total amount of lemon juice is 13 fluid ounces (first cup) + 12 fluid ounces (second cup) = 25 fluid ounces.

(vii) 40 ml of milk was added to the dough for a loaf of bread. If the loaf was then sliced into 8 slices, how much milk was in each slice?
Ans:
Each slice of the loaf contains 40 ml / 8 slices = 5 ml of milk.

(viii) There was 15 gallons of water in a water machine. After filling up a 2-gallon pitcher and a 6-gallon water tank, how much water is left?
Ans:
After filling up the 2-gallon pitcher and the 6-gallon water tank, a total of 2 gallons + 6 gallons = 8 gallons of water were used. There are 15 gallons (initial) - 8 gallons (used) = 7 gallons of water left.

(ix) A bottle oflotion is 500 ml. Each pump will pump out 7 ml of lotion. How much lotion is left after 2 pumps?
Ans: After 2 pumps, 2 pumps * 7 ml/pump = 14 ml of lotion were used. There are 500 ml (initial) - 14 ml (used) = 486 ml of lotion left.

(x) A soda comes in two sizes. The large bottle is 24 fluid ounces and the smaller bottle is 18 fluid ounces. How much less juice is there in the smaller bottle?
Ans: The smaller bottle has 24 fluid ounces (large) - 18 fluid ounces (small) = 6 fluid ounces less juice than the large bottle.

(xi) Justin made some mashed potato. For every two potatoes he boiled, he added 2 ounces of milk. Ifhe boiled 16 potatoes, how much milk did he add to the mashed potato?
Ans: 
For 16 potatoes, Justin added 16 potatoes / 2 potatoes = 8 sets of 2 potatoes. Therefore, he added 8 sets * 2 ounces/set = 16 ounces of milk to the mashed potato.

The document Class 3 Maths - Fun With Numbers - CBSE Worksheets Solutions - 1 is a part of the Class 3 Course Mathematics for Class 3: NCERT.
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FAQs on Class 3 Maths - Fun With Numbers - CBSE Worksheets Solutions - 1

1. What is the concept of Jugs and Mugs?
Ans. Jugs and Mugs is a mathematical problem-solving game where the objective is to measure a specific quantity using two different-sized containers, namely jugs and mugs. The game involves pouring and transferring liquid between these containers to find the desired quantity.
2. How many jugs and mugs are used in the game?
Ans. The game of Jugs and Mugs typically involves two containers - one jug and one mug. The jug is usually larger in capacity compared to the mug.
3. Are there any restrictions on pouring liquid between the jugs and mugs?
Ans. Yes, there are certain rules that need to be followed while pouring liquid between the jugs and mugs. The pouring should be done without any spillage or wastage, and the liquid cannot be poured back into the original container once it has been transferred.
4. Can the jugs and mugs be of any size?
Ans. In the game of Jugs and Mugs, the sizes of the containers can vary. However, it is important to have one larger container (jug) and one smaller container (mug) to make the game challenging and interesting.
5. Can Jugs and Mugs be solved using any specific mathematical formula or strategy?
Ans. Jugs and Mugs is a problem-solving game that requires logical thinking and mathematical reasoning. While there is no specific formula, various strategies such as the "fill and pour" method or the "ratio and proportion" approach can be employed to solve the puzzles efficiently.
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