Rational Numbers
Snemalna Knjiga Besedilo
- Hi Irrational number! I'm Rational Number. What's up between us?
- Hi Rational number! We have many similarities but we also have many differences.
- Wow! What are our similarities?
- Well, we are both apart of the real number system. Therefore, we haveall of the properties that are assigned to the real number system. Additionally, we can both be a decimal and either be positive or negative.
- Sounds great! What are some of our differences?
- Our main difference is that you can be written in a/b form (fraction) and as a decimal you either terminate or repeat in a pattern. On the other hand, I am the exact opposite. I can't be written as a fraction nor can I terminate or repeat in a pattern. My decimal just goes on and on with a bunch of different numbers (ex: pie)
- Hi Integer! I'm Rational Number. What's up between us?
- Hi Rational number! We have many differences, but we also have many similarities.
- Oh okay! What are our differences?
- Well, as a fraction, I can only have a denominator of one (ex: 2/1) because I am a counting number (1, 2, 3, etc) that can be both positive and negative. Meanwhile, a rational number can be any kind of fraction (ex: 5/1, 1/2, 3/4, 5/8) Therefore, not all rational numbers are integers.
- Cool! What are our similarities?
- Well, Althoughnot all rational numbers are integers, all integers are rational numbers. Additionally, both you and I can be written as fractions even if our fractions might look a little different. Lastly, both of us can be either positive or negative.
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