True or False Equations
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True or False Equations
Section A: True or False?
WALT: We are learning to decide whether equations are true or false and explain our thinking.
Remember: An equation is a number sentence that compares two amounts. The equals sign = means “has the same value as”. Check both sides of the equation.
Success criteria: I can read <, > and = correctly. I can check both sides. I can explain how I know.
Circle True or False. Show your working when you need to.
Section B: Find the Missing Number
Write the missing number in each open number sentence. Use a number line, counters or another strategy if helpful.
Section C: Prove It
Explain or show how you know. You may use numbers, words, a drawing or materials.
Challenge
Use the same numbers 36, 20 and 16 to create one true equation and one false equation. Use +, - and =. Explain how you checked them.
Teacher Answer Key
Section A: 1 False, 2 False, 3 True, 4 True, 5 True, 6 False, 7 True, 8 True, 9 False, 10 True.
Section B: 11 = 7, 12 = 44, 13 = 15, 14 = 45, 15 = 19, 16 = 175, 17 = 13, 18 = 27.
Section C: 19 True: both sides equal 42. 20 False: 63 - 27 = 36, not 35. 21 The equals sign means both sides have the same value; 20 + 16 = 36, so the equation is true. 22 □ = 15; 45 - 15 = 30.
Challenge: Answers will vary. Example true equation: 36 = 20 + 16. Example false equation: 36 - 20 = 16 is true, so students must alter it to make it false, such as 36 - 16 = 20 + 1.
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