# Converting to Percentages, page 3

## What is a decimal?

A decimal is a system of numbers based on ten. It uses a point, called a decimal point, to separate the whole number from parts less than one. For instance, in 0.75, the number represents three-quarters.

## What is a fraction?

A fraction depicts how many parts of a certain size there are. It consists of a numerator (above the line) and a denominator (below the line). For example, in 2/3, it means two out of three equal parts.

## What is a mixed fraction?

A mixed fraction is a blend of a whole number and a fraction. It demonstrates a quantity more than one but not a round number. Like 3 1/2, it indicates three and a half.

## What is a percentage?

A percentage is a method of expressing a number as a fraction of 100. It's denoted by the "%" symbol. So, when we say 50%, we mean fifty out of every hundred.

**$\frac{3}{7}$**

**What is 3/7 as a percent?**

Analyzing 3/7 for its percent? Divide, get the decimal, and multiply.

**$\frac{4}{7}$**

**What is 4/7 as a percent?**

The percent essence of 4/7? Dive into division, and it'll emerge.

**$\frac{5}{9}$**

**What is 5/9 as a percent?**

Expressing 5/9 in percent involves an initial division and final multiplication.

**$\frac{7}{12}$**

**What is 7/12 as a percent?**

7/12 in decimal requires division. For percents, multiply the outcome.

**$\frac{8}{9}$**

**What is 8/9 as a percent?**

Division elucidates the decimal of 8/9. Multiplication reveals its percent.

**$\frac{9}{20}$**

**What is 9/20 as a percent?**

Seeking 9/20 in percent form? Start with division, and the path clears.

**$\frac{9}{25}$**

**What is 9/25 as a percent?**

Utilizing division for 9/25 yields a decimal. Multiplication produces percent.

**$0.17$**

**What is 0.17 as a percent?**

The conversion of 0.17 to percent involves a multiplication by 100.

**$\frac{10}{20}$**

**What is 10/20 as a percent?**

The fraction 10/20 in percent is derived post division and multiplication.

**$\frac{12}{15}$**

**What is 12/15 as a percent?**

Divide to transform 12/15 to decimal; multiply to express in percent.

**$0.05$**

**What is 0.05 as a percent?**

Decoding the decimal 0.05 to percent? The formula is simple: just multiply.

**$0.3$**

**What is 0.3 as a percent?**

To represent 0.3 in percent, the key step is multiplication by 100.

**$0.6$**

**What is 0.6 as a percent?**

With the decimal 0.6, its percent form is just a multiplication away.

**$\frac{1}{10}$**

**What is 1/10 as a percent?**

To mathematically infer 1/10 in percent, employ division followed by multiplication.

**$\frac{1}{16}$**

**What is 1/16 as a percent?**

To ascertain 1/16 in percent, division, and multiplication are essential.

**$\frac{1}{20}$**

**What is 1/20 as a percent?**

The journey of 1/20 to percent is intriguing. Begin with division.

**$10$**

**What is 10 as a percent?**

Converting 10 to percent is achieved through multiplication by 100.

**$\frac{15}{20}$**

**What is 15/20 as a percent?**

For 15/20, division provides the decimal. Multiplication gives the percent.

**$2.5$**

**What is 2.5 as a percent?**

To express 2.5 in percent, one multiplication is all it takes.

**$\frac{2}{25}$**

**What is 2/25 as a percent?**

2/25 has a percent counterpart. Let division unveil its value.

**$\frac{2}{6}$**

**What is 2/6 as a percent?**

Navigating 2/6's percent transformation? Division charts the way.

**$\frac{2}{8}$**

**What is 2/8 as a percent?**

The fraction 2/8 to percent requires a division and subsequent multiplication.

**$\frac{23}{25}$**

**What is 23/25 as a percent?**

Determine the percent of 23/25 by applying division and then multiplication.

**$\frac{3}{16}$**

**What is 3/16 as a percent?**

Mathematically, 3/16 in percent is a product of division and multiplication.