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Learn how to use instructional routines to facilitate problem-based learning!
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The purpose of this True or False? is to elicit strategies and understandings students have for making it easier to find the value of expressions by making a ten. These understandings help students deepen their understanding of the properties of operations and will be helpful later when students need to fluently add within 100.
Decide if each statement is true or false. Be prepared to explain your reasoning.
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Solve each riddle to find the mystery number.
For each riddle:
Write an equation that represents the riddle. Write a ? for the unknown.
Represent the equation on the number line. Write the mystery number.
I started at 15 and jumped 17 to the right. Where did I end?
Equation: _______________________________
Mystery number: _______________________
I started at a number and jumped 20 to the left. I ended at 33. Where did I start?
Equation: _______________________________
Mystery number: _______________________
I started at 42 and ended at 80. How far did I jump?
Equation: _______________________________
Mystery number: _______________________
I started at 76 and jumped 27 to the left. Where did I end?
Equation: _______________________________
Mystery number: _______________________
I started at a number and jumped 19 to the right. I ended at 67. Where did I start?
Equation: _______________________________
Mystery number: _______________________
I started at 92 and ended at 33. How far did I jump?
Equation: _______________________________
Mystery number: _______________________
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Find the number that makes each equation true.
Show your thinking using a number line.
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