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Compare and order amounts of money | Year 4 Mathematics PDF Download

How to compare money

  • Utilize knowledge of place value to order and compare different amounts of money.
  • Convert between pounds and pence when necessary for some questions.

Examples

Example 1: In this example, we are comparing amounts of money in pounds and pence.
Sol:

Compare and order amounts of money | Year 4 Mathematics

  • To compare the three amounts, first convert pence to pounds.
    Compare and order amounts of money | Year 4 Mathematics
  • Convert 5215 pence to pounds by dividing by 100. Since £1 = 100p, dividing by 100 shifts each digit two places to the right. Therefore, 5215 ÷ 100 = £52.15, so 5215p is £52.15.
    Compare and order amounts of money | Year 4 Mathematics
  • Next, convert 5201 pence to pounds. Using the same method, 5201p ÷ 100 = £52.01.
    Compare and order amounts of money | Year 4 Mathematics
  • Now, compare each amount. To order them in ascending order, start by identifying the smallest number.
    Compare and order amounts of money | Year 4 MathematicsCompare and order amounts of money | Year 4 Mathematics
  • Compare the digits starting from the leftmost. In this case, look at the tens place. Each amount has 5 tens, so move to the ones place. Each amount has 2 ones, so move to the tenths and hundredths. £52.01 has 0 tenths, making it the smallest number.
    Compare and order amounts of money | Year 4 Mathematics
  • The amounts in ascending order are: £52.01, £52.10, and £52.15 or 5201p, £52.10, and 5215p.

Example 2: Is 428p greater than, less than or the same as £4.82?
Sol: 

  • To compare two amounts, convert both to the same unit of measure.
  • In this example, convert pounds to pence by multiplying by 100.
    Compare and order amounts of money | Year 4 Mathematics
  • The calculation for converting £4.82 to pence is 4.82 x 100.
    Compare and order amounts of money | Year 4 Mathematics
  • Use a place value chart to see the result. Multiplying by 100 shifts each digit two places to the left, so 4.82 x 100 = 482.
    Compare and order amounts of money | Year 4 Mathematics
  • After converting to pence, compare the two numbers using place value.
  • Start with the leftmost column. Both numbers have 4 hundreds, so move to the tens column.
  • 428p has 2 tens, and 482p has 8 tens. Since 8 tens are greater than 2 tens, 482 is the larger number.
    Compare and order amounts of money | Year 4 Mathematics
  • Thus, the completed statement is 428p < £4.82.
    Compare and order amounts of money | Year 4 Mathematics
The document Compare and order amounts of money | Year 4 Mathematics is a part of the Year 4 Course Year 4 Mathematics.
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FAQs on Compare and order amounts of money - Year 4 Mathematics

1. How can I compare different amounts of money?
Ans. To compare different amounts of money, you can look at the numerical value of each amount and determine which is larger or smaller. You can also convert all amounts to the same unit (such as dollars or pounds) to make comparisons easier.
2. What is the best way to order amounts of money?
Ans. The best way to order amounts of money is to arrange them from smallest to largest or largest to smallest. This can help you see the progression of values and identify which amounts are greater or lesser than others.
3. How do I know which amount of money is worth more?
Ans. To determine which amount of money is worth more, you can compare their numerical values. The amount with the higher numerical value is worth more. You can also consider the currency exchange rates if dealing with different currencies.
4. Can I use symbols or pictures to compare money amounts?
Ans. Yes, you can use symbols or pictures to represent different amounts of money for comparison purposes. This can help visualize the values and make it easier to understand the relationships between the amounts.
5. Is it important to understand how to compare money amounts in everyday life?
Ans. Yes, understanding how to compare money amounts is essential in everyday life for tasks such as budgeting, shopping, and financial planning. Being able to compare and order money amounts can help make informed decisions and manage finances effectively.
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