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Doubles and Halves

45 minutes, 4th grade math – multiplication and division unit

Common Core:

4.NBT.5 Multiply a whole number of up to four digits by a one-digit wholenumber, and multiply two
two-digit numbers, using strategies basedon place value and the properties of operations. Illustrate and
explainthe calculation by using equations, rectangular arrays, and/or areamodels.

4.OA.5 Generate a number or shape pattern that follows a given rule. Identifyapparent features of the
pattern that were not explicit in the rule itself.

Learning Objective:

Students are able to generate equations using principles of doubles and halves.

Students can explain how equations using doubles or halves are related.

Lesson:

Today we are going to learn about doubles and halves. Pass out a blank piece of paper to each student
to keep on their desk. Make sure they have a pencil out.

Have students stand in a circle. Count together how many people are in class – write this number on the
board as:       # of students x 4= ?.

Give the students a “hot potato” and have them pass it around the circle one time counting by 4’s. After
the potato makes it around the circle one time, ask the students to give me the answer to the equation
on the board.

Next, write # of students x 8= ? Have the students pass the potato around the circle one time and give
me the answer to the equation.

Look at the board, could we have figured out the answer to the second equation without actually
passing the potato around the circle?

Have each student go back to their desk and using the blank piece of paper “predict” what the answer
will be to the first equation if we pass the potato around the circle two times. Write down which
numbers will change and tell how they will change?

Get back into a circle, let’s check your predictions! Count by four and pass the potato around the circle
two times. Did you predict the right answer? What happened to the total? Can we write our new
equation? What numbers changed and how?
Ok, back to your desk and blank paper. This time we are going to count around the circle by 8 and go
around the circle two times. Can you predict what the answer will be to the second equation? Write
down which numbers will change and tell how they will
change?

Test this out with the potato. Did you predict the right
                                                                      Get the students to talk in a group
answer? What happened to the total? Can we write our                  to answer these questions. Then
new equation? What numbers changed and how? How                       debrief by group.
is this similar to the first prediction?



Desk and paper! What if we pass the potato around the circle two times, but instead of counting by
four, we count by two… what predictions can you make about the number we will end up with? What
will the new equation look like? What numbers that will change?

Test it out. Were your predictions right?

Now I will break the students into two equal groups and have them pass the potato around their circle
one time. Before they do this, I would like them to talk as a small group about what number they will
end up on and how they figured this out?

Go back to your blank page. Think about all of these different equations that we made. How are all of
these equations related?

Collect the blank page to review understanding, but let students know that I will be giving this paper
back for them to keep in their math notebook. This is important information!

                                            EXIT TICKET
              Name: __________________


              Today I learned:____________________

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Doubles and Halves

  • 1. Doubles and Halves 45 minutes, 4th grade math – multiplication and division unit Common Core: 4.NBT.5 Multiply a whole number of up to four digits by a one-digit wholenumber, and multiply two two-digit numbers, using strategies basedon place value and the properties of operations. Illustrate and explainthe calculation by using equations, rectangular arrays, and/or areamodels. 4.OA.5 Generate a number or shape pattern that follows a given rule. Identifyapparent features of the pattern that were not explicit in the rule itself. Learning Objective: Students are able to generate equations using principles of doubles and halves. Students can explain how equations using doubles or halves are related. Lesson: Today we are going to learn about doubles and halves. Pass out a blank piece of paper to each student to keep on their desk. Make sure they have a pencil out. Have students stand in a circle. Count together how many people are in class – write this number on the board as: # of students x 4= ?. Give the students a “hot potato” and have them pass it around the circle one time counting by 4’s. After the potato makes it around the circle one time, ask the students to give me the answer to the equation on the board. Next, write # of students x 8= ? Have the students pass the potato around the circle one time and give me the answer to the equation. Look at the board, could we have figured out the answer to the second equation without actually passing the potato around the circle? Have each student go back to their desk and using the blank piece of paper “predict” what the answer will be to the first equation if we pass the potato around the circle two times. Write down which numbers will change and tell how they will change? Get back into a circle, let’s check your predictions! Count by four and pass the potato around the circle two times. Did you predict the right answer? What happened to the total? Can we write our new equation? What numbers changed and how?
  • 2. Ok, back to your desk and blank paper. This time we are going to count around the circle by 8 and go around the circle two times. Can you predict what the answer will be to the second equation? Write down which numbers will change and tell how they will change? Test this out with the potato. Did you predict the right Get the students to talk in a group answer? What happened to the total? Can we write our to answer these questions. Then new equation? What numbers changed and how? How debrief by group. is this similar to the first prediction? Desk and paper! What if we pass the potato around the circle two times, but instead of counting by four, we count by two… what predictions can you make about the number we will end up with? What will the new equation look like? What numbers that will change? Test it out. Were your predictions right? Now I will break the students into two equal groups and have them pass the potato around their circle one time. Before they do this, I would like them to talk as a small group about what number they will end up on and how they figured this out? Go back to your blank page. Think about all of these different equations that we made. How are all of these equations related? Collect the blank page to review understanding, but let students know that I will be giving this paper back for them to keep in their math notebook. This is important information! EXIT TICKET Name: __________________ Today I learned:____________________