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Circle, Triangle, Square → Towards → The Binary Number System

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Presentation on theme: "Circle, Triangle, Square → Towards → The Binary Number System"— Presentation transcript:

1 Circle, Triangle, Square → Towards → The Binary Number System

2 1 place = 3, 1-shape patterns
Previously on CSP…. 1 place = 3, 1-shape patterns Who: baker @TeachCode | #TeacherCon | #CSforAll

3 2 places = 9, 2-shape patterns
Previously on CSP…. 2 places = 9, 2-shape patterns Who: baker @TeachCode | #TeacherCon | #CSforAll

4 2 places = 9, 2-shape patterns
Previously on CSP…. 2 places = 9, 2-shape patterns Who: baker @TeachCode | #TeacherCon | #CSforAll

5 3 places = 27, 3-shape patterns
Previously on CSP…. 3 places = 27, 3-shape patterns Who: baker @TeachCode | #TeacherCon | #CSforAll

6 3 places = 27, 3-shape patterns
Previously on CSP…. 3 places = 27, 3-shape patterns Who: baker @TeachCode | #TeacherCon | #CSforAll

7 Number each pattern to make a shape -> number mapping
Previously on CSP…. Number each pattern to make a shape -> number mapping 1 2 3 4 5 6 7 8 9 10 11 12 13 14 15 16 17 18 19 20 21 22 23 24 25 26 Who: baker @TeachCode | #TeacherCon | #CSforAll

8 What if we had 10 shapes? Previously on CSP….
Who: baker @TeachCode | #TeacherCon | #CSforAll

9 1 place = Ten 1-shape patterns
Previously on CSP…. 1 place = Ten 1-shape patterns 1 2 3 4 5 6 7 8 9 ← These are just shapes! Who: baker @TeachCode | #TeacherCon | #CSforAll

10 0 9 9 _ _ _ Quiz: What comes next? Previously on CSP…. Ten shapes 1 2
1 2 3 4 5 6 7 8 9 0 9 9 _ _ _ Who: baker @TeachCode | #TeacherCon | #CSforAll

11 0 9 9 _ _ _ 1 0 0 Quiz: What comes next? Previously on CSP….
Ten shapes 1 2 3 4 5 6 7 8 9 0 9 9 _ _ _ 1 0 0 Who: baker @TeachCode | #TeacherCon | #CSforAll

12 Place Values... Previously on CSP….
Who: baker @TeachCode | #TeacherCon | #CSforAll

13 __ __ __ __ __ __ Place Values...
Previously on CSP…. Place Values... With Ten “shapes” every time you add a place, you multiply by 10 the number of numbers... __ 10 possibilities (0 - 9) __ __ 100 possibilities ( ) __ __ __ 1000 possibilities ( ) Who: baker @TeachCode | #TeacherCon | #CSforAll

14 __ __ __ __ __ __ Place Values...
Previously on CSP…. Place Values... With Three “shapes” every time you add a place, you multiply by 3 the number of numbers... __ 3 possibilities ( ) __ __ 9 possibilities ( ) __ __ __ 27 possibilities ( ) Who: baker @TeachCode | #TeacherCon | #CSforAll

15 Four thousand and seventeen
Previously on CSP…. Write the number… Four thousand and seventeen Who: baker @TeachCode | #TeacherCon | #CSforAll

16 4 0 1 7 Place Values...Remember what it means? Previously on CSP….
1000s s s s 4 * * * * 1 Who: baker @TeachCode | #TeacherCon | #CSforAll

17 Where is this heading? ...binary... Previously on CSP….
Who: baker @TeachCode | #TeacherCon | #CSforAll

18 01 “Binary” is a number system with 2 shapes... Previously on CSP….
Who: baker @TeachCode | #TeacherCon | #CSforAll

19 __ __ __ __ __ __ __ __ __ __ The pattern holds...
Previously on CSP…. The pattern holds... With two “shapes” every time you add a place, you multiply by 2 the number of numbers... __ 2 possibilities (0 1) __ __ 4 possibilities ( ) __ __ __ 8 possibilities ( ) __ __ __ __ 16 possibilities ( ) Who: baker @TeachCode | #TeacherCon | #CSforAll

20 1 1 0 1 Place Values...powers of 2 Previously on CSP…. 8s 4s 2s 1s
8s 4s 2s 1s 1 * * * * 1 = 13 Who: baker @TeachCode | #TeacherCon | #CSforAll

21 Previously on CSP…. Constructing a binary number means figuring out which powers of 2 add up to the number you want Who: baker @TeachCode | #TeacherCon | #CSforAll

22 Previously on CSP…. Constructing a binary number means figuring out which powers of 2 add up to the number you want 32 = 41 Who: baker @TeachCode | #TeacherCon | #CSforAll

23 To the flippy do! Previously on CSP….
Who: baker @TeachCode | #TeacherCon | #CSforAll

24 Previously on CSP…. Flippy Do Quiz: What’s the binary number? 5 17 63 64 100 127 What’s the decimal number? 100 101 1101 1 0000 Who: baker @TeachCode | #TeacherCon | #CSforAll


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