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Grade 4 Comparing Amounts Worksheets

Decide which amount is more, and put amounts in order.

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Money · Grade 4

Grade
Topic
SkillEach skill is a different kind of question, with its own levels.
Level
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10

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Grade 4 · 2 pages · A4

Money Practice

Grade 4 • Comparing Amounts • A total against an amount
Name:Date:

Write <, > or = between the two sides.

  1. 1) $5.25 + $28.85 ○ $35.20
  2. 2) $13.65 + $33.05 ○ $45.95
  1. 3) $4.95 + $10.75 ○ $11.75
  2. 4) $6.25 + $35.45 ○ $39.45
  1. 5) $17.40 + $21.45 ○ $42.45
  2. 6) $7.70 + $33.90 ○ $36.90
  1. 7) $18.90 + $24.65 ○ $48.15
  2. 8) $9.40 + $18.55 ○ $27.55
  1. 9) $18 + $8.95 ○ $29.80
  2. 10) $15.70 + $16.30 ○ $36.05
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Page 1 of 2

Answer Key

  1. 1. <
  2. 2. >
  3. 3. >
  4. 4. >
  1. 5. <
  2. 6. >
  3. 7. <
  4. 8. >
  1. 9. <
  2. 10. <
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Page 2 of 2

What each level generates

Grade 4 comparing amounts — the exact skill behind each difficulty setting, straight from the generator.

  1. Level 1Two amounts
  2. Level 2A total against an amount
  3. Level 3Order three amounts

Grade levels follow the progression common to most English-language curricula — not one specific national curriculum. Every level shows exactly what it generates, so you can check the fit with your own program. See the full scope & sequence →

More Grade 4 money skills

Each one generates a different kind of question, with its own three levels and answer key.

Frequently asked questions

▸What is unit price and how is it taught in Grade 4?

Unit price is the cost of a single item, found by dividing a pack total by the number in the pack. A pack of six at $10.50 gives a unit price of $1.75. The Unit Price sheet generates exactly that calculation at its first level, always with an exact answer.

▸How do you solve a two-step money problem?

Work out each part separately and write the subtotal down before combining. For four items at $3.20 and three at $1.15, that is $12.80 and $3.45, giving $16.25. The Two items in quantity level of Buying Several Items drills that structure on every question.

▸How do you compare two pack sizes for best value?

Divide each pack total by the number of items to get two unit prices, then compare them. The Better value pack level of Unit Price asks how much less one item costs in the cheaper pack, so a student has to finish the comparison rather than just point at it.

▸Are the divisions always exact?

Yes. Every pack total is built by multiplying a whole-cent unit price by the pack size, so dividing back out always lands on an exact amount. No question on these sheets produces a rounded or recurring answer.