📊 Percentages Explained 

🔢 What is a Percentage?

 Basically, a percentage is this : in mathematics it is a value of number or ratio that represents a fraction of 100. 💯 —>

Representing a dimensionless relationship between two numbers is just one of the several ways that percent can do so. ⚖️
Ratios, fractions, and decimals are a few of them. ➗
The percentage figures have the symbol "%" written after the number indicated. 📈
It can also be signified by the words "% or pct" after the number. 📝 

Eg: 35 % is written as the decimal 0.35 & also the fraction 35/100. 🎯

🧮 Calculations on Percent It is obtained by multiplying it with the ratio value by 100. ✖️💯 

Have you for e.g. 25 male students of 50 students in class make the value of ratio to be 0.5. 👨‍🎓👩‍🏫 

Now multiplying it with 100 that will become followings. ➕💯

Since it is said that 25 male students are in the classroom, by multiplying it with 100, we see that the percentage is 50%. ✅📘

📐 Percentage Formula

The percentage formula, though written in different forms, can be boiled down to the basic algebraic equation involving three quantities: 📏🔢

P × V1 = V2 ✖️🧮

P is the percentage (%) 🎯

V1 is the first value that the percentage will modify 🔢

V2 is the result of the percentage operating on V1. 💡

The automatically converts the input percentage to a decimal to compute the solution. 🧠📉
However, if solving for the percentage, the returned value will be the percent, not a decimal. 🔁💯

🔍 Example:

P × 30 = 1.5 ➗
Thus,
P = 1.5 ÷ 30 = 0.05 × 100 = 5% 🧾✅

If manually solved, it requires that the percentage be formatted to its decimal form, so the result depends on multiplied by 100 to get the percent. 📊💬

📈 Percentage Difference

You can find the percentage difference by taking the absolute value of the difference between the two numbers, dividing that by the average of both numbers, and multiplying by 100 to get a percent answer or not in decimal format. 🔄📏

Percentage Difference =
|V1 - V2| ➖🔢
(V1 + V2)/2 ➕➗
× 100 ✖️💯

🧪 Example:

|10 - 6| ÷ (10 + 6)/2 = 4 ÷ 8 = 0.5 = 50% ✅📊
This form of text includes the maximum number of emojis used to represent different mathematical concepts and operations, as well as numbers. 🧠📘

📉 Percentage Change Formula

Percentage increase and decrease are defined considering the difference obtained between two values and regarding that difference to the first value. 🔁🔢
In simple mathematics, the two values' absolute difference is divided by the initial value. ➗🧾
That is, it will determine how the initial value changed. 📊⚙️

📈 Increase Example:

500 will increase due to a 10% increase (0.1). 🔺
500 × (1 + 0.1) = 550 ✅📈

📉 Decrease Example:

500 will decrease by 10% 🔻
500 × (1 – 0.1) = 450 ✅📉

Let me know if you want this in infographic form, animated slide, or carved into a digital monument of math glory. 😎