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The purpose of this Number Talk is to elicit the strategies and understandings students have for the products of 4 and 6 as they relate to the products of 5. These understandings help students develop fluency and will be helpful later when students consider solutions for and solve two-step word problems.
When students use products of 5 to determine products of 4 by thinking of them as one less group or one less object in each group, or work from products of 5 to determine products of 6 by thinking of them as one more group or one more object in each group, they look for and make use of structure (MP7).
Find the value of each expression mentally.
The purpose of this activity is for students to apply what they learned about rounding in prior lessons to think about all the numbers that would round to a given number. Students should be encouraged to use whatever representations make sense to them. Although the number line is often used to represent rounding, it is also worth sharing other ways that students are representing or thinking about rounding.
If you finish early, find the whole numbers that would round to 100 and to 500 if you’re rounding to the nearest hundred. Compare your lists with a partner's lists and discuss the patterns you see to.
The purpose of this activity is for students to apply what they’ve learned about rounding to play a game in which each student generates a mystery number with three clues. The three clues describe whether the mystery number is even or odd, to which number it rounds, and two numbers that it’s between. It is possible that more than one number can fit the clues provided. In the Activity Synthesis, students reflect on which clues were most helpful for determining the mystery number.
Write down a number between 100 and 1,000 on your index card. This is your mystery number.
Fold your index card in half so that no one can see your mystery number.
Write 3 clues about your mystery number by finishing these sentences:
Play What’s My Number?
“In the last few lessons, we learned about rounding to the nearest ten and the nearest hundred. What are some important things that you have found helpful to remember when you are rounding?” (When rounding to the nearest ten or hundred, we round up if a number is in the middle between two multiples of 10, or two multiples of 100. We can write the number on a number line to see the nearby multiples of 10 or multiples of 100. We can think about the nearest ten or the nearest hundred.)
We learned that rounding is a formal way to decide what number is closest to a given number. We rounded numbers to the nearest ten and the nearest hundred. We saw that a number line can help us see the closest multiple of 10 or multiple of 100.