Recent math homework problem confused many people, causing almost everyone to struggle with finding correct answer.

On social media, a simple math homework problem went viral, leaving many people confused.

The puzzle was easy enough for children but challenged adults, causing a wave of discussions online.

When it comes to giving our brains a workout, nothing beats a good old puzzle.

Among the many mind teasers out there, one particular puzzle has been shedding light on just how tricky basic math can be for many of us.

This puzzle features a triangle, deceptively simple in appearance but hiding a complex mystery within its lines and angles.

What is our task?

Count the number of triangles nestled within this geometric puzzle.

To crack this code, you need to closely examine every element within the larger triangle, pondering what makes a triangle a triangle.

Many have tried their hand at this puzzle, attempting different strategies.

The range of answers highlights the challenge of the task, with responses varying from a modest 4 to 10.

What is the correct answer?

However, the real surprise lies in the correct answer: a whopping 18 triangles.

The key to solving this mystery isn’t just in counting the lines but in recognizing the intricate shapes created by each intersection.

Social media reaction

On social media, many online users left their comments on this math homework.

However, not many people could give a correct answer to this simple puzzle.

An equilateral triangle has three equal sides it is also called equiangular triangle where each angle measures 60 degrees..therefore I see only 3 triangle, one user said.

18, Prayer Works, the second user answered.

I think there are 12 triangles, the third user commented.

If I’m not mistaken there are 6 different sizes of triangles, another wrote.

20 or more, someone said.

This is not the first time math homework could confuse the internet community.

Previously, a mom shared her 2nd grader’s math homework which baffles almost all adults.

The puzzle at hand revolves around a scenario involving a dog show registration.

“There are 49 dogs signed up to compete in the dog show. There are 36 more small dogs than large dogs signed up to compete.

How many small dogs are signed up to compete?”

Initially appearing deceptively simple, the question’s wording and underlying complexities swiftly derailed the intuitive solutions proposed by many.

What is the correct answer?

To crack this enigmatic math problem, individuals have to use algebraic principles.

By assigning variables to represent the number of large and small dogs—letting ‘x’ denote the large dogs and ‘y’ signify the small dogs—a system of equations emerged.

The equation x + y = 49 encapsulated the total number of dogs participating in the show, while the condition stipulating 36 more small dogs than large dogs translated into the equation y = x + 36.

Substituting the latter into the former yielded the equation x + (x + 36) = 49, leading to a rigorous yet rewarding process of deduction.

Upon solving this equation, the unexpected result unfolded: the number of large dogs, represented by ‘x,’ amounted to 6.5, while the count of small dogs, denoted by ‘y,’ tallied up to 42.5.