## How to Calculate 30% of 30: A Step-by-Step Guide?

If you are in Hurry here is the direct solution of this Math problem:-

**(30*30)/100 = 9 Answer**

**Understanding the concept of “30%”:**

Before we delve into the calculations, it’s essential to grasp the meaning of “30%.” In mathematical terms, percentages represent a fraction of 100, indicating a portion of a whole. Therefore, 30% can be expressed as 30/100 or simply 0.30 in decimal form.

**Expressing the problem in mathematical terms:**

To find 30% of 30, we can set up the equation:

30% of 30 = 0.30 * 30

**Performing the calculation:**

Now, let’s proceed with the calculation:

30% of 30 = 0.30 * 30 = 9

**Interpreting the result:**

The result we obtained from the calculation is 9. This means that 30% of 30 is equal to 9.

**Providing the final answer:**

Therefore, 30% of 30 is 9.

To summarize the process: When **calculating a percentage** of a number, convert the percentage to a decimal by dividing it by 100. Then, multiply the decimal by the given number to find the result. In this case, 30% of 30 is 9.

**A Unique and Easy Approach to Understanding How to Find 30% of 30:**

Let’s use a visualization technique to comprehend how to find 30% of 30 with ease.

**Imagine a box of 30 chocolates:**

To find 30%, envision the box divided into 100 equal parts, as “percent” means “per 100.” Next, we’ll focus on counting out 30 of those equal parts, as that represents 30% of the total chocolates.

**Counting out 30% of the chocolates:**

In the box, identify and count 30 equal parts of the chocolates.

**Finding the answer:**

Those 30 equal parts constitute 30% of the total chocolates in the box.

**Calculating the number of chocolates:**

Now, count the chocolates in those 30 equal parts. If each equal part contains one chocolate, then there are 30 chocolates in those parts combined.

**Providing the final answer:**

Hence, 30% of 30 chocolates is equal to 30 chocolates.

In conclusion, the process of finding 30% of 30 can be visualized as taking 30 equal parts out of 100 and determining how many chocolates are present in those 30 parts. In this case, it amounts to 30 chocolates, which is the same as the original number we started with!