Learning Library · Suggested Grade 3

Grade 3 Money and Change Word Problems

A price tells what an item costs.

Learn the meaning, compare methods and try the questions before revealing each answer.

3 worked examples8 practice questionsFree printable practice

By BananaLearn · Adapted from our Grade 3 teaching course

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What does it mean?

A price tells what an item costs. The amount paid tells what the customer gives. If the payment exceeds the cost, change is the part returned. With a ₹275 item paid for using ₹500, the price and change together must rebuild ₹500.

An amount paid is split into total cost and change. Add item prices to find the cost, then subtract it from the payment. These examples use whole Indian rupees (₹).

Learning goal: Represent local-currency amounts and solve totals and simple change using the learner's verified school/local currency conventions. The grade is a suggested starting point; school sequences vary. Use the first worked example to check readiness, and Number sense and multiplication if an earlier idea needs revisiting.

See the idea

Read each diagram with its labels, then follow the worked examples. Practice questions include their own measurements and information.

Money amounts combine whole and smaller units. One whole currency unit contains one hundred smaller units. Name the units when recording money.
Enlarge diagram to read the labels

Swipe across the enlarged diagram to read every label.

Money amounts combine whole and smaller units. One whole currency unit contains one hundred smaller units. Name the units when recording money.
Money amounts combine whole and smaller unitsOne whole currency unit contains one hundred smaller units. Name the units when recording money. Open the diagram at full size →
Different coins can have the same total value. The count of coins alone does not tell their total value.
Enlarge diagram to read the labels

Swipe across the enlarged diagram to read every label.

Different coins can have the same total value. The count of coins alone does not tell their total value.
Different coins can have the same total valueThe count of coins alone does not tell their total value. Open the diagram at full size →

Choose a method and explain why it works

For several items, add their prices first. Compare that total with the payment, then subtract total cost from amount paid. A useful alternative is to count up from the cost to the payment. All examples here use whole rupees, so there is no need to mix rupees and paise in one calculation.

Key rule and when to use it

Total cost = sum of prices. Change = payment − total cost when the payment covers the cost. Amounts must use the same currency unit.

Worked examples, step by step

Example 1: An item costs ₹275 and ₹500 is paid. Find the change.

  1. Change is payment minus cost.
  2. ₹500 − ₹275 = ₹225.
  3. Check: ₹275 + ₹225 = ₹500.

Answer: ₹225

Example 2: Two items cost ₹125 and ₹240. Find their total cost.

  1. Both prices use rupees.
  2. 125 + 240 = 365.
  3. The total cost is ₹365.

Answer: ₹365

Example 3: A notebook costs ₹135 and a pen costs ₹48. You pay ₹200. Find the change.

  1. Total cost = 135 + 48 = ₹183.
  2. Change = 200 − 183 = ₹17.
  3. Check: cost ₹183 + change ₹17 = payment ₹200.

Common mistakes and important boundaries

Do not add price and payment to find change. If the payment is smaller than the cost, the subtraction describes a shortfall, not money owed back to the customer. If a question uses paise, convert to one unit before combining amounts: ₹1 is 100 paise.

A point to explain

The learner may mix currency units or treat change as addition.

Compare an uncertain attempt with the closest worked example. Look at the meaning of each operation, unit and label before repeating the arithmetic.

Money and Change Word Problems — practice

  1. Two prices are 125 rupees and 240 rupees. What operation finds the total cost?

    • A. addition
    • B. subtraction
    • C. division
    Show answer

    addition

  2. An item costs 275 rupees and 500 are paid. What does 'change' mean?

    Show answer

    the amount returned after paying more than the price

  3. 125 + 240 = __ rupees.

    Show answer

    365

  4. 500 - 275 = __ rupees.

    Show answer

    225

  5. Three items cost 120, 85 and 200 rupees. Find the total.

    Show answer

    405

  6. Why should the same rupee be used for every amount in one calculation?

    Show answer

    The amounts must refer to the same unit before they can be combined or compared.

  7. A learner pays 500 for an item costing 320 and says the change is 820. What operation error was made?

    Show answer

    They added instead of subtracting; the change is 180.

  8. A price is 460 rupees. You pay 700. What change is due?

    Show answer

    240

Questions students and parents ask

What if the payment is less than the cost?

There is no positive change. For a ₹460 cost and ₹400 payment, another ₹60 is needed. Do not describe that shortfall as money returned.

Can I check change by counting up?

Yes. From ₹183 to ₹190 is ₹7, and from ₹190 to ₹200 is ₹10. The total returned is ₹17.

Is this a complete set of textbook exercise solutions?

No. This guide adapts BananaLearn’s own teaching examples and practice. It is not official NCERT material or a promise of the exact chapter sequence in a particular board, country or textbook edition.

What if the examples are still difficult?

Revisit Number sense and multiplication. Try the first example with its model, then attempt one fresh question independently. A correct copied answer is not evidence that the method can be used without support.

Help at home

Make a pretend shop using clearly labelled whole-rupee prices. Ask the child to check that cost plus change equals the amount handed over.

Keep one example of the learner’s own working. A repeated difficulty across fresh questions can guide a discussion with their teacher; one short practice sheet does not establish a diagnosis or a full mastery profile.

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About this guide

Based on BananaLearn’s Grade 3 course lesson “Local Money”. The explanations have been adapted for independent reading; course diagrams are reused where they fit the idea, and missing classroom givens are made explicit in questions.

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