A **percentage** is a number and **maybe** **even** a **ratio** written as just a fraction of 100. The word “**percentage**” comes from the **Latin word** “per centum,” which **means** “by a hundred.” A **symbol represents** the **percentage** as ” **%** “.

With the **percentage formula**, you can figure out how much of a **whole something** is in terms of 100. You can show a **number** as just a fraction of 100 by using the concept of percentage. **Mathematically** the percentage can be **calculated** as:

**Percentage = ( a / b ) x 100**

Where **a** is the part of the whole number while **b** represents the **whole number**.

We know that **one percent**, which is written as 1″**%**“, is a hundredth of the **whole**, so 100% is whole while 200% is **twice** the **given amount**.

The **main objective** of this question is to find the **value** which is **69** percent of **35**.

## Solution: What is 69 percent of 35?

The** 69** **percent** of **35** is **24.15**.

The **percentage** is the **part** of 100 that can be written as either a number or ratio. It **doesn’t** have a **unit** and the **only symbol** for it is “**%**.”. We can **rearrange** the **percentage formula** in order to find the percent value which is 69 percent of 35. Thus:

**a = ( Percentage x b ) x 100**

Where **a** is the **actual value** and **b** is the **total value**.

## How to calculate 69% of 35?

Following are the **steps** used to **represent** that which **value** is 69 **percent** of 35.

## Step 1

We are **given** that:

The **total value** is 35.

The **percentage** is 69.

**While** we have to **find** the **actual value**.

## Step 2

Let **represent** the **actual value** by “**a**” which is an **unknown**.

## Step 3

We know that the **percentage** is calculated as:

**Percentage = ( a / b ) x 100**

**Where** a is the part of the **whole number** while **b** **represents** the **whole number**.

**Rearranging** the **percentage** formula **according** to our requirement **results** in:

a = ( b x Percentage ) / 100

By **putting** the **values**, we get”

**a** = ( 35 **x** 69 ) / 100

**a** = ( 35 **x** 69 ) / 100

**a** = 2415 / 100

Thus **dividing** by **100** **results** in:

**a** = 24.15.

**Hence**, **69 % of 35 is 24.15**

## Step 4

To **visualize** what 69% of 35 **looks** like, we may look at the corresponding **Pie Chart** presented above. If we **split** the **whole value** into **100** **equal** parts, then 69% of 35 is 24.15, which is in the **blue area**, and 31% of 100 is in the ** orange area**.

All Images/Mathematical drawings are created with Geogebra.