The
Weird Number - Clip 7
Comments for Clip 7 Text of clip 7 (3:27) 4/6: ...Well, just like me and like all the numbers who live in the dark woods beyond the mountains. 1: But what’s a rational number?” 5: Can I do that too? 4/6: Certainly. All natural numbers are also rational numbers. Pick a bottom number. 5: I’ll choose 3. 4/6: Alright. We’ll need 5 cakes. We’ll cut each cake into 3 equal parts. Now, how many pieces will you eat? 5: Well, let’s see.. “… 3.. 6… 9...12… 15. Fifteen pieces. 4/6: So, one of your forms is 15 over 3. Because when you cut each cake into three equal pieces you eat 15 pieces. 4/6: Well, The sun is going down and I must be on my way. And goodbye, fellow rational numbers. 763: Just a moment. Where’s 2/3rds? He’s wanted for burglary. 4/6: I don’t know since we’re all rational numbers, I'm no more responsible for him than you are. 1: That’s right. Have a safe journey 4/6ths. Remember you’re always welcome to return. Narrator: Afterward, 9 discovered that he could be 18 over 2. 1: I’m 2 over 2, and 3 over 3, 4 over 4, 5 over 5. 763: Too many. All of us can have many different forms. Others: That’s right. 763: Then pointing towards the mountains they can have different forms too. 763: Then, 4/6ths can take other forms also. 9: What do you mean? 763: I just have a hunch. Look at this cake. And if we cut it into 6 equal parts our friend 4/6ths would eat four of them. 9: That’s right. 763: So we’ll put four pieces on this tray. Now, how much would 2/3rds eat? 9: Well, he’d cut it into 3 pieces, and… 963 (interrupting): And, eat two of them. 9: But that’s what 4/6ths would eat. 763: Exactly. 9: Then 4/6ths is … is... 763 (finishing 9's sentence): the same as 2/3rds. I’m going after it! Maybe I can still catch the scoundrel. [Clip ends.] Teacher: So... what do you think happens next? |