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NUMBER THEORY. ARRAY A set of objects (or numbers) ARRANGED in rows and columns.

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Presentation on theme: "NUMBER THEORY. ARRAY A set of objects (or numbers) ARRANGED in rows and columns."— Presentation transcript:

1 NUMBER THEORY

2 ARRAY A set of objects (or numbers) ARRANGED in rows and columns

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8 ARRAYS Each Row has SAME number of objects. Each Column has the SAME number of objects. Each Array has a rectangular shape

9 WHY ARE THESE NOT ARRAYS?

10 HOW DO WE NAME ARRAYS? x number in each row

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14 2 x 6 = 12 (2 Rows of 6) 6 x 2 = 12 (6 Rows of 2)

15 3 x 4 = 12 4 x 3 = 12

16 Answer: 6 ways Answer: 6 ways

17 PATRICK MADE A MISTAKE NAMING THIS ARRAY: What should have he said?

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19 CREATE ALL POSSIBLE ARRAYS FOR 20 (try using pennies)

20 GO TO NEXT SLIDE TO CHECK YOUR WORK

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22 Commutative Property (Turn-around rule) The commutative property: The order in which you multiply numbers makes no difference in the product. Both arrays have the same product: 20. (4 x 5 = 5 x 4 )

23 Be Careful! Even though the commutative property says that 4 x 5 and 5 x 4 have the same product (20), they do not represent the same grouping. At recess, if 20 students want to play a game, 4 teams of 5 students is not the same as 5 teams of 4 students.

24 Problem Solving Challenge: (Source: The MATH FORUM)


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