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Decide if each statement is true or false.
Be prepared to explain your reasoning.
The purpose of this activity is for students to make sense of and solve Put Together/Take Apart, Addend Unknown story problems (MP2). In the Activity Synthesis, students discuss different methods used to solve these problems, including using addition and subtraction.
The teacher may want to incorporate movement into this activity by writing each problem on a piece of chart paper and placing each one in a different location around the classroom. Students can solve the problem at one location, discuss the problem with their partner, then move on to a new problem at a new location.
Solve each problem.
Show your thinking using drawings, numbers, or words.
There are 7 first graders and some second graders at the planetarium.
There are 18 students at the planetarium.
How many second graders are at the planetarium?
There are 18 stars in the sky.
13 stars are bright.
Some of the stars are dim.
How many stars are dim?
Diego and Tyler see 15 shooting stars during the show.
Diego sees 6 shooting stars. Tyler sees the rest.
How many shooting stars does Tyler see?
Elena buys 12 star stickers.
She also buys some planet stickers.
Elena buys 20 stickers.
How many planet stickers does she buy?
The purpose of this activity is for students to identify different equations that can be used to represent the same problem. Students explain why each equation does or does not represent the story. This helps students understand that Put Together/Take Apart story problems can be represented and solved with either addition or subtraction when an addend is unknown (MP2).
Circle 2 equations that can be used to solve each problem.
Noah paints 9 white stars.
He also paints some yellow stars.
Noah paints 17 stars all together.
How many yellow stars does Noah paint?
Kiran sees 16 objects in the sky.
11 of the objects are stars.
The rest of the objects are planets.
How many of the objects are planets?
If you have time: Solve each problem using both equations.
“Today we solved story problems where there was a total number of objects and two different parts. We knew the total number and the number of one of the parts. We used addition and subtraction to represent the problem and find the unknown number.”
“Why can you use either addition or subtraction to find the unknown number?” (You can use addition because you know one part, so you can think of what to add to get to the total. It’s like when we use addition to find the answer to subtraction. You can use subtraction because if you take away the number of one of the parts, the unknown number is what is left.)
“When we matched equations to the story problems, what did you notice about the equations that did not match? Can you add the numbers in the problem anyway you want?” (You can’t just add the numbers in the problem. You have to make sure they match what the story is about.)