Answer:
<u>Order 3/6, 9/12, and 15/18 from least to greatest.</u>
- <em>Keep in mind, there are multiple ways into finding the answer to this question.</em>
First, we must simplify these fractions as much as possible then find a possible common denominator.
3/6 simplifies to 1/2
9/12 simplifies to 3/4
15/18 simplifies to 5/6
Now we have fractions of <u>1/2</u>(3/6), <u>3/4</u>(9/12), and <u>5/6</u>(15/18).
If we look at these fractions, we can see that they have a common denominator of 12. So let's convert these fractions into having a denominator of 12;
1/<em>2</em> x 6/<em>6</em> = 6/12
3/<em>4</em> x 3/<em>3</em> = 9/12
5/<em>6</em> x 2/<em>2</em> = 10/12.
So now we have the fractions <u>6</u>/12(3/6), <u>9</u>/12(9/12), and <u>10</u>/12(5/6).
These are <em>already ordered </em>from least to greatest.
So therefore, this'll be ordered;
<u>3/6, 9/12, and 15/18</u>.