# What is 30 percent of 300 + Solution with Free Steps

**30 percent of 300 is equal to 90. To get this answer, simply multiply the factor 0.30 by 300.**

Mapping a math problem into a real-world scenario can be very crucial. Let’s use an instance where you see a product worth **300** dollars, and you came to know that it is on a discount of **30%** for the next 10 minutes. Now to figure out the answer, you must compute** 30% of 300.** This simple calculation can thus save you a total of 90 dollars, which is in fact **30% of 300.** So from our previous assumption, these kinds of problems can become pretty handy in daily routines.

Besides this simple solution, an **in-depth illustration **is given below which will allow you to understand the answer.

**What is 30 Percent of 300?**

**The ****30 percent of 300 is equal to the number 90. To compute this answer quickly, just multiply the fraction 0.30 by the number 300.**

This can be achieved by taking the fraction **30/100** and multiplying it by **300.** When you solve the equation, the final answer will come out to be 90.

**How To Calculate 30 percent of 300?**

The following steps are taken in finding the percent value of the given quantity:

**Step 1**

Firstly, describe **30 percent of 300** in terms of a **mathematical phrase**:

30 percent of 300** = 30% x 300**

**Step 2**

We know that **percentage sign %** is equal to **1/100**.

Use the above equation thus,

30 percent of 300** = (30 / 100) x 300**

**Step 3**

**Rearranging** the above equation gives:

30 percent of 300**Â = (30 / 300) x 100**

**Step 4**

Taking **10** as the common factor and **eliminating** it from the fraction:

30 percent of 300**Â = (30 / 30) x 10**

**Step 5**

Upon further solving and simplifying the above equation we get the **final answer:**

30 percent of 300** = (30 x 3) ****= 90 **

**Therefore 30 ****percent of 300 ****is equal to 90.**

We can see **20 percent of 30 equal to 90** in the form of a **pie chart**:

In the Pie Chart above, the area of the circle is 300 out of which the **orange sector **

**shows 30%**of it. The orange slice is thus equal to

**90**. The rest of the

**70%**is equal to

**210**as

**300 â€“ 90 = 210**. This is shown by the

**green sector.**

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