# Solving the four threes: How perception and memory can crack the infamous math puzzle

Mathematics is a rather challenging **field of science**. It has daunted many fearless individuals. We were all taught how to solve operations and equations, with the example discussed above originating from a basic **primary school** textbook. The concept of four threes can be daunting, but remember, it's all about **perception**. How will you begin **solving** this complex equation?

## Solving the equation comprised of four threes

If you find yourself studying the diagram and scratching your head, you're on the **right track** to deciphering this mathematical riddle. Engaging your cognitive abilities is no small task, especially if they're not regularly **trained**. Not many people possess the energy, determination, or time for this because a lot of people dislike math. We'd rather **count** only money and navigate websites or binge-watch series, rather than work on improving our intellect. Consequently, we struggle to think logically, yet this process is not painful at all!

The equation composed of four threes has **overwhelmed many math enthusiasts**, which is not surprising. A substantial quantity of identical numbers leads us to lose **awareness**, and math is unforgiving of the smallest errors. As a result, we end up providing the incorrect answer and, more often than not, disputing with others about the **correct solution**. This mindset towards the above equation leads to nowhere as it obscures the fundamental **mathematical principles** that can help us resolve any operation effortlessly and without stress.

## What is the accurate solution to this equation?

Firstly, **contemplate** how to approach the equation "3 - 3 × 3 + 3 = ?" and for the best results, manually rewrite it on a piece of paper. You need to jog your memory and recall your school math lessons, particularly the **correct sequence** of executing mathematical operations. This knowledge will make the puzzle significantly easier. What's the starting point for the operations involving three? Spare a **moment** and ponder this because the most frequently obtained results of the equation are **3 or 0**, which are incorrect!

As per mathematical rules, you should commence the calculations with the **multiplication** operation, which is prioritized over addition and subtraction. This changes the equation to "3 - 9 + 3 = ?", which seems much more manageable. The word **should** is crucial here because many people overlook that equations must be solved from left to right.

Undoubtedly, several people will argue that you can't **subtract** nine from three, but there's actually no barrier to this! The intricate equation transforms into "-6 + 3 = ?", and the answer should spring up instantly, with no need for further **thought**. The correct answer is -3!