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Find the value of each expression mentally.
The purpose of this activity is for students to compare three-digit numbers and find the value of their difference. Students used the number line to compare three-digit numbers in an earlier unit. They build on this understanding as they find the difference between 2 three-digit numbers that are within 10 of one another on the number line. Students notice that when the numbers in a subtraction expression are close together, they can count on or count back to find the value of the difference (MP7, MP8).
Tyler and Elena find the value of .
Tyler
Elena
What do you notice? What do you wonder?
Locate and label 203 and 198.
Compare, using , , or .
Find the value of . Show your thinking, using drawings, numbers, or words.
Locate and label 673 and 680.
Compare, using , , or .
Find the value of . Show your thinking, using drawings, numbers, or words.
Locate and label 501 and 499.
Find the value of . Show your thinking, using drawings, numbers, or words.
Find the value of . Show your thinking, using drawings, numbers, or words.
The purpose of this activity is for students to use what they know about counting within 1,000 to make sense of number lines that show counting on or counting back by 10 or by 100. This work helps build fluency with counting within 1,000, and connects to an upcoming lesson where students add and subtract multiples of 10 or 100, using equations.
Fill in the missing numbers.
Does this number line show counting on by tens or counting on by hundreds?
Fill in the missing numbers.
Does this number line show counting on by tens or counting on by hundreds?
Fill in the missing numbers.
Does this number line show counting on by tens or counting on by hundreds?
Fill in the missing numbers, counting on by tens.
739, 749, __________, 769, __________
Explain how you know your numbers show counting on by tens and not counting on by hundreds.
“Today you compared three-digit numbers and found the difference between them.”
“You also made sense of counting on and counting back by 10 or by 100 on the number line.”
“How can this help you think about ?” (It is like 2 jumps of 100 on the number line, so it would be 434.)