The Viral Math Trap That’s Breaking the Internet …Is the Answer Really NOT 6

It’s one of those classic internet puzzles designed to spark chaos in the comments section.

At first glance, the equation looks incredibly simple: 7−2(8−4)

Yet somehow, thousands of people end up arguing over completely different answers.

Some say the result is 6.
Others insist it’s 20.
A few confidently claim it’s -1.

And then there’s the bold caption often attached to the image:

“Answer is NOT SIX!”

So… what’s actually going on here?

Why This Puzzle Confuses So Many People

The trick isn’t difficult math — it’s the order of operations.

When people rush through the equation mentally, they often subtract before multiplying, which leads to the wrong answer.

But mathematics follows strict rules that determine exactly which operations happen first.

These rules are known as:

• PEMDAS (Parentheses, Exponents, Multiplication, Division, Addition, Subtraction)
• or BODMAS in some countries

Following those rules carefully reveals the real answer.

Step-by-Step Solution

We start with: 7−2(8−4)

Step 1: Solve Inside the Parentheses

First calculate: 8−4=4

Now the equation becomes: 7−2(4)

Step 2: Multiply

The expression 2(4)

means: 2×4

So: 2×4=8

Now we have: 7−8

Step 3: Subtract

Finally: 7−8=−1

✅ Correct Answer: -1

The mathematically correct solution is:

7−2(8−4)=−1

So Why Do People Get 6?

Most people who answer 6 accidentally ignore the multiplication step and do this instead: 7−2=5

then 5+1=6

But that breaks the order-of-operations rules.

Multiplication must happen before subtraction.

Why These Puzzles Go Viral

These “simple math” puzzles explode online because they trigger two things people love:

• The confidence of thinking the answer is obvious
• The frustration of discovering others disagree

They’re less about advanced math and more about attention to detail.

And honestly? That’s what makes them fun.

So next time you see a viral equation causing chaos in the comments, slow down, follow the order of operations carefully… and don’t fall into the trap.