Short Answer

Order the ratios from least to greatest.
$\frac{4}{2}, 11 to 2, 22 : 3, \frac{30}{4}, 36 : 5$

The order of the ratios from least to greatest is $\frac{4}{2}, 11 to 2, 36 : 5, 22 : 3, \frac{30}{4}$ .

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Step by Step Solution

TABLE OF CONTENTS :

TABLE OF CONTENTS

Step 1 . Given

The given ratios are: $\frac{4}{2}, 11 to 2, 22 : 3, \frac{30}{4}, 36 : 5$ .

Step 2 . To determine

We have to arrange the ratios from least to greatest.

Step 3 . Calculation

First, we write the ratios in fraction form. Then we try to make the same denominator and then compare them according to their numerators. $\begin{array}{l} \frac{4}{2}, 11 to 2, 22 : 3, \frac{30}{4}, 36 : 5 \\ \frac{4}{2}, \frac{11}{2}, \frac{22}{3}, \frac{30}{4}, \frac{36}{5} [least common multiple of 2,3,4,5 is 60] \\ \frac{120}{60}, \frac{330}{60}, \frac{440}{60}, \frac{450}{60}, \frac{432}{60} [convert into like fractions by making the denominators same] \\ \frac{120}{60}, \frac{330}{60}, \frac{432}{60}, \frac{440}{60}, \frac{450}{60} [arrange from least to greatest] \\ \frac{4}{2}, 11 to 2, 36 : 5, 22 : 3, \frac{30}{4} \end{array}$

So, the order of the ratios from least to greatest is = $\frac{4}{2}, 11 to 2, 36 : 5, 22 : 3, \frac{30}{4}$ .

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Pre-algebra

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Short Answer

Order the ratios from least to greatest.
$\frac{4}{2}, 11 to 2, 22 : 3, \frac{30}{4}, 36 : 5$

Step by Step Solution

Step 1 . Given

Step 2 . To determine

Step 3 . Calculation

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Order the ratios from least to greatest. 42,11 to 2,22:3,304,36:5

Step by Step Solution

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Order the ratios from least to greatest.
$\frac{4}{2}, 11 to 2, 22 : 3, \frac{30}{4}, 36 : 5$