Calculating **percentage** is a method of representing a given number as a fraction of 100. It is usually described using the percent sign, **“%”,** even though the abbreviations **“pct.”, “pct”** and occasionally** “pc”** is also employed. A percentage is a **dimensionless** digit; it contains no unit. Although the percentage is a Latin term that precisely means **from a hundred**.

In mathematics**, the percentage **is used to efficiently represent big numerical values and quantities. Despite making things easier, it also saves a lot of time.

In this article, we will be determining how to find the fractions of a particular percent from its whole. The topic under debate is to find **69**** percent of 42**.

**Solution: What Is 69 Percent of 42?**

**The 69 percent of 42 is 29.**

The fraction of something is a term, usually described as an indicator that informs you how many portions there are out of **100.** The indicator is the **percentage** of that distinct portion. Another way to define percentage is a number illustrated as a fraction between **0** to **100.** Let’s discover how to compute the **69** percent of **42** in simple steps.

**How To Calculate 69% of 42?**

You can calculate** 69 percent of 42 **by easy mathematical **analysis.** The following are the precise steps that must be followed for **computing** the 69 percent of 42.

**Step 1**

Firstly, represent 69 percent of 42 in terms of **multiplication** as:

**69% x 42**

**Step 2**

Here the **percentage sign %** is equal to **1/100**.

Use the above equation thus,

**= (69/100) x 42 **

**Step 3**

Next, simplifying the above equation gives:

**= (69 x 42) / 100**

**= (69 x 21) / 50**

Multiplying 69 by 21 gives:

**= 289 / 10**

**= 28.9**

Rounding off the above number,

= **29**

The following graph displays **69 percent of 42**.

In the above figure, the **blue portion **illustrates 69 percent of 42. The total circle is of **42** out of which **69** percent has to be resolved. The calculation shows that 69 percent of the **42** is actually composed of **29** portions of **42.** The **orange portion **in the figure portrays the remaining part of **42.**

As discussed, calculating the **percentage** is a much more **convenient** and **effortless** way to represent quantities in terms of their total value.

Therefore, **69 percent of 42 is equivalent to 29**.

*All the Mathematical drawings/images are created using GeoGebra.*