Class 5 Exam  >  Class 5 Notes  >  Mathematics for Class 5  >  Word Problem: Decimals - 1

Word Problem: Decimals - 1 | Mathematics for Class 5 PDF Download

Q1: Sarah bought 3.25 kg of apples and 2.75 kg of oranges. How much fruit did she buy in total?

Sol: Weight of apples = 3.25 kg
Weight of oranges = 2.75 kg
Total weight of fruit = 3.25 kg + 2.75 kg = 6.00 kg 
Therefore, Sarah bought 6.00 kg of fruit in total.

Q2: John had ₹15.90. He spent ₹2.95 on a snack. How much money does he have left?

Sol: John's initial amount = ₹15.90
Cost of snack = ₹2.95
Remaining money = ₹15.90 - ₹2.95 = ₹12.95 
So, John has ₹12.95 left.

Q3 : A bottle of juice costs ₹1.50. How much would 4 bottles cost?

Sol: Cost of one bottle = ₹1.50
Number of bottles = 4
Total cost = ₹1.50 × 4 = ₹6.00 
Hence, four bottles of juice cost ₹6.00.

Q4: A pizza was cut into 8 equal pieces. Each piece weighs 0.125 kg. What was the total weight of the pizza?

Sol: Weight of one piece = 0.125 kg
Number of pieces = 8
Total weight = 0.125 kg × 8 = 1.00 kg 
The total weight of the pizza is 1.00 kg.

Q5: Convert the fraction 3/4 to a decimal.

Sol: Numerator = 3
Denominator = 4
Decimal = 3 ÷ 4 = 0.75
Thus, the decimal equivalent of 3/4 is 0.75.

Q6: Mia needs 2.75 cups of flour for cookies. She already has 1.5 cups. How much more flour does she need?

Solution: Total flour needed = 2.75 cups
Flour Mia has = 1.5 cups
Additional flour needed = 2.75 cups - 1.5 cups = 1.25 cups
Mia needs an additional 1.25 cups of flour.

Q7: Leo has a budget of ₹150.00 for a trip. He spends ₹87.50 on gas and ₹22.25 on snacks. How much of his budget is left?

Sol: Original budget = ₹150.00

Total spent = ₹87.50 (gas) + ₹22.25 (snacks) = ₹109.75

Remaining budget = ₹150.00 - ₹109.75 = ₹40.25 
Leo has ₹40.25 left for his trip.

Q8: A rope 9.5 meters long is cut into two pieces, one of which is 3.7 meters. How long is the other piece?

Sol: Total length of rope = 9.5 meters

Length of one piece = 3.7 meters

Length of other piece = 9.5 meters - 3.7 meters = 5.8 meters 
The other piece of rope is 5.8 meters long.

Q9: Emily drinks 1.75 liters of water each day. How much water does she drink in a week?

Sol: Daily water intake = 1.75 liters
Number of days in a week = 7
Weekly water intake = 1.75 liters × 7 = 12.25 liters 
Emily drinks 12.25 liters of water in a week.

Q10: A car travels 0.8 kilometers in one minute. How far will it travel in 25 minutes?

Sol: Distance per minute = 0.8 kilometers
Time = 25 minutes
Total distance = 0.8 kilometers × 25 = 20 kilometers 
The car will travel 20 kilometers in 25 minutes.

The document Word Problem: Decimals - 1 | Mathematics for Class 5 is a part of the Class 5 Course Mathematics for Class 5.
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FAQs on Word Problem: Decimals - 1 - Mathematics for Class 5

1. What is a decimal number?
Ans. A decimal number is a number that consists of two parts separated by a decimal point. The part to the left of the decimal point represents a whole number, while the part to the right represents a fraction of a whole.
2. How do you compare decimal numbers?
Ans. To compare decimal numbers, start by comparing the whole number parts. If they are equal, move on to compare the tenths place, then the hundredths place, and so on, until you find a difference. The decimal number with the greater digit in the first differing place value is considered greater.
3. How can decimals be converted into fractions?
Ans. To convert a decimal into a fraction, write the digits to the right of the decimal point as the numerator and choose a denominator based on the place value of the rightmost digit. Simplify the fraction if necessary.
4. How do you add and subtract decimal numbers?
Ans. To add or subtract decimal numbers, line up the decimal points and perform the operation as you would with whole numbers. Remember to carry or borrow as needed. Finally, place the decimal point in the answer directly below the decimal points in the original numbers.
5. Why is it important to understand decimals in real life?
Ans. Understanding decimals is important in real life as it helps in various situations such as handling money, calculating measurements, understanding percentages, and interpreting data. Decimals are used in everyday life to represent values that are not whole numbers, making them essential for accurate calculations and measurements.
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