91Ó°ÊÓ

Complete the following table by representing each ratio in all four formats. Round decimals to the thousandths place and percents to the tenths place. $$\begin{array}{|l|l|l|l|} \hline \text { } & \text { REDUCED } & \text { } & \text { } \\\ \text { VERBAL } & \text { FRACTION } & \text { DECIMAL } & \text { PERCENT } \\\ \hline 1 \text { out of } 3 & {} & {} & {} \\\ \hline 2 \text { out of } 5 & {} & {} & {} \\\ \hline 18 \text { out of } 25 & {} & {} & {} \\\ \hline 8 \text { out of } 9 & {} & {} & {} \\\ \hline 3 \text { out of } 8 & {} & {} & {} \\\ \hline 25 \text { out of } 45 & {} & {} & {} \\\ \hline 120 \text { out of } 40 & {} & {} & {} \\\ \hline 3 \text { out of } 4 & {} & {} & {} \\\ \hline 27 \text { out of } 40 & {} & {} & {} \\\ \hline 3 \text { out of } 5 & {} & {} & {} \\\ \hline 2 \text { out of } 3 & {} & {} & {} \\\ \hline 4 \text { out of } 5 & {} & {} & {} \\\ \hline 1 \text { out of } 200 & {} & {} & {} \\\ \hline 2 \text { out of } 1 & {} & {} & {} \\\ \hline \end{array}$$

Step by step solution

01

1. "\(1\) out of \(3\)"

As a fraction, this is \(\frac{1}{3}\). As a decimal, it is approximately \(0.333\), and as a percentage, it is approximately \(33.3\%\).

02

2. "\(2\) out of \(5\)"

As a fraction, this is \(\frac{2}{5}\). As a decimal , it is exactly \(0.4\), and as a percentage, it is exactly \(40\%\).

03

3. "\(18\) out of \(25\)"

As a fraction, this is \(\frac{18}{25}\). As a decimal, it is exactly \(0.72\), and as a percentage, it is exactly \(72\%\).

04

4. "\(8\) out of \(9\)"

As a fraction, this is \(\frac{8}{9}\). As a decimal, it is approximately \(0.889\), and as a percentage, it is approximately \(88.9\%\).

05

5. "\(3\) out of \(8\)"

As a fraction, this is \(\frac{3}{8}\). As a decimal, it is exactly \(0.375\), and as a percentage, it is exactly \(37.5\%\).

06

6. "\(25\) out of \(45\)"

As a fraction, this is \(\frac{25}{45} = \frac{5}{9}\). As a decimal, it is approximately \(0.556\), and as a percentage, it is approximately \(55.6\%\).

07

7. "\(120\) out of \(40\)"

As a fraction, this is \(\frac{120}{40} = 3\). As a decimal, it is exactly \(3.000\), and as a percentage, it is exactly \(300\%\).

08

8. "\(3\) out of \(4\)"

As a fraction, this is \(\frac{3}{4}\). As a decimal, it is exactly \(0.750\), and as a percentage, it is exactly \(75.0\%\).

09

9. "\(27\) out of \(40\)"

As a fraction, this is \(\frac{27}{40}\). As a decimal, it is exactly \(0.675\), and as a percentage, it is exactly \(67.5\%\).

10

10. "\(3\) out of \(5\)"

As a fraction, this is \(\frac{3}{5}\). As a decimal, it is exactly \(0.6\), and as a percentage, it is exactly \(60.0\%\).

11

11. "\(2\) out of \(3\)"

As a fraction, this is \(\frac{2}{3}\). As a decimal, it is approximately \(0.667\), and as a percentage, it is approximately \(66.7\%\).

12

12. "\(4\) out of \(5\)"

As a fraction, this is \(\frac{4}{5}\). As a decimal, it is exactly \(0.8\), and as a percentage, it is exactly \(80.0\%\).

13

13. "\(1\) out of \(200\)"

As a fraction, this is \(\frac{1}{200}\). As a decimal, it is exactly \(0.005\), and as a percentage, it is exactly \(0.5\%\).

14

14. "\(2\) out of \(1\)"

As a fraction, this is \(\frac{2}{1} = 2\). As a decimal, it is exactly \(2.000\), and as a percentage, it is exactly \(200\%\).

Unlock Step-by-Step Solutions & Ace Your Exams!

• Full Textbook Solutions

  Get detailed explanations and key concepts

• Unlimited Al creation

  Al flashcards, explanations, exams and more...

• Ads-free access

  To over 500 millions flashcards

• Money-back guarantee

  We refund you if you fail your exam.

Over 30 million students worldwide already upgrade their learning with 91Ó°ÊÓ!