Let's review part 1 topics!!
First - we need to know what is a Rational Number?
Definition: Any number
a/b where b ≠ 0.
[Any number that can be written in a fraction format; just remember you can not
have zero as your denominator!]
{When you think about rational #s it basically means all positive and negative whole numbers, decimals, fractions}
Second - Then what numbers are NOT a Rational Number?
Any non-repeating or non-terminating decimal
{examples would be ∏ or 0.232332333... or √5}
2.1 = Rational Numbers
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Simplify a fraction (Rewrite in lowest terms!)
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Rewrites ...
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2.2 = Compare / Order Rational Numbers
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Fill-in either a > or < sign to make a true statement |
2.3 = Adding &
Subtracting Rational #s and
2.6 = Add/Subtract with
Unlike Denominators
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Solve the following; make sure all answers are in lowest terms |
2.4 = Multiplying
Rational #s and
2.5 = Dividing Rational
#s
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Solve the following; make sure all answers are in lowest terms |
Click on the pencil sharpener to see the answers and to get additional help with these examples
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