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The purpose of this activity is to elicit methods students have for solving story problems involving addition and subtraction with teen numbers. Students are presented with story problem types that are familiar to them to allow for discussion about methods they used to find the answer.
Students solve the problems in any way that makes sense to them. They may build values and add-on or take-away, or use what they have learned about the structure of teen numbers. Students can write many different equations to represent each problem or how they solved it. It’s important that students are able to relate their equations to the story problem and explain their work (MP2, MP4).
He has 5.
He gets some more.
Now he has 15.
How many baseball caps did he get?
Show your thinking using drawings, numbers, or words.
Equation:
Equation:
Priya collects comic books.
She gets 3 new comic books.
Now she has 13.
How many comic books did she have to start?
Show your thinking using drawings, numbers, or words.
Equation:
Equation:
The purpose of this activity is for students to discuss the relationship between addition and subtraction equations involving teen numbers. Students find the value that makes the addition and subtraction equations true with the unknown in all positions. Students may choose to use objects to represent the problems and find the value that makes the equation true (MP5).
Mai is finding the unknown number in .
She says, “I can use what I know about 10 and some ones to help.”
What does Mai mean?
Find the number that makes each equation true.
Show your thinking using drawings, numbers, or words.
Display 17 on a double 10-frame.
Display . “Today we solved problems and completed equations with 10 and some more. We saw that sometimes we can use addition to help us with subtraction. How can using addition help you find the number that makes this equation true?” (I know that , so the unknown number is 17.)
Display . “How can using subtraction help you find the number that makes this equation true?” (I show 17 on the 10-frames and see that there’s 10 and 7 more. If I take away the 10, there’s 7 left.)