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Purpose: I can identify how place value relationships relate to each other- please write this down! 3-2.

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Presentation on theme: "Purpose: I can identify how place value relationships relate to each other- please write this down! 3-2."— Presentation transcript:

1 Purpose: I can identify how place value relationships relate to each other- please write this down! 3-2

2 You know about representing numbers in the place-value system and the names of each place. Today you are going to look more closely at those places and see how they relate to each other.

3 In the number 1,234, what is the value of each of the digits?

4 In the number 770, what is the relationship between the value of the first 7 and the value of the second 7?

5 What do you notice about the numbers 700 and 70 in : 770? How are they related?

6  The value of the first 7 is ten times as much as the value of the second 7. Let’s look at another number…

7 In the number 3,300, what is the relationship between the value of the first 3 and the second 3?

8 In the number 3,554, does having a 3 in the thousands place and a 4 in the ones place change the relationship between the values of the two 5’s?

9 No, the 5 in the hundreds place is still 10 times as great as the 5 in the tens place.

10 Example: The number 110  The first one is in the hundreds place. Its value is 100.  The second one is in the tens place. Its value is 10.  How is 100 related to 10?  The first one is in the hundreds place. Its value is 100.  The second one is in the tens place. Its value is 10.  How is 100 related to 10?

11 How is 100 related to 10?  100 is ten times as much as 10. The first 1 is worth ten times as much as the second 1!  When two digits are next to each other in a number are the same, the digit on the left is ALWAYS ten times as great as the digit on the right!  100 is ten times as much as 10. The first 1 is worth ten times as much as the second 1!  When two digits are next to each other in a number are the same, the digit on the left is ALWAYS ten times as great as the digit on the right!

12 Practice: Pages 68-69 numbers 1-32  Refer to your notes if you get stuck!  Early finishers: Find the value of each digit in the number: 553,322  How are the relationships of the 5s, 3,s and 2s similar?  CHECK WORK, CHECK IN WITH ME, THEN PROBLEM SOLVE.  Refer to your notes if you get stuck!  Early finishers: Find the value of each digit in the number: 553,322  How are the relationships of the 5s, 3,s and 2s similar?  CHECK WORK, CHECK IN WITH ME, THEN PROBLEM SOLVE.


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