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This Warm-up prompts students to carefully analyze and compare features of comparison statements. In making comparisons, students have a reason to use language precisely (MP6). The activity enables the teacher to hear the terminologies students know and how they talk about characteristics of these statements. During the Activity Synthesis, students discuss the changes that can be made to the incorrect statement to make it a true statement.
Which 3 go together?
Compare and Order Quantities Cards
The purpose of this activity is for students to compare numbers represented in different ways. Students place the numbers in order from least to greatest. Students may create alternate representations for each number in order to compare them. For example, students may represent each number with a drawing, or write the two-digit number that matches each card (MP2).
Pick a set of cards.
Put the cards in order from least to greatest.
Be ready to explain how you ordered your cards.
Write the numbers in order from least to greatest.
Set A:
Set B:
Set C:
Set D:
If you have time:
Mix 2 sets of cards together.
Put them in order from least to greatest.
The purpose of this activity is for students to compare numbers less than 99 to the benchmark numbers 5, 10, 50, and 99.
Students may use a variety of methods. Students may consider the relative magnitude of numbers (49 is one away from 50), use the value of the tens and ones (22 goes after 10 because 2 tens is more than 1 ten), and count (I know 97, 98, 99) to put the numbers in order. The emphasis is on the order of the numbers rather than the exact placement since this is not a number line. During the Activity Synthesis, students share how they ordered the numbers.
Here are some numbers in order:
1
5
10
50
99
Make sure all the numbers are in order from least to greatest.
Write a number that makes each comparison statement true.
“In this section, we compared and ordered two-digit numbers. What are some things that can help us order numbers?” (Compare the digits in the tens place first. If the numbers have the same amount of tens, compare the digits in the ones place. Think about numbers they are close to. Think about the counting sequence.)
We compared numbers using the number of tens and ones.
17 has 1 ten and 35 has 3 tens so 17 is less than 35.
17 is less than 35.
35 is greater than 17.
35 is equal to 35.