# IQ Test: How Much Do These Three Dogs Weigh Together? You Have 60 Seconds to Solve This Challenge!

For quite some time now, IQ tests, puzzles, and brain teasers have been strategically employed as effective tools to gauge cognitive abilities. Embrace the intriguing process and let your mind explore its potential!

Mathematics can often be a challenging subject for many, but with the strategic use of mathematical puzzles, learning can become an exciting adventure. Mathematical problems present an opportunity to think out of the box and approach problem-solving in a creative manner. They are also an effective tool in improving problem-solving skills.

## Its Benefits

Using puzzles for teaching mathematics can help students develop a better understanding of mathematical concepts. They not only serve as a means of revision but also as a measure of progress. Furthermore, such puzzles can help stimulate interest in a subject that is often considered complex and sometimes, intimidating.

The highlight of using puzzles is making the process of learning enjoyable as in the case of an IQ test where the challenge is to determine the weight of three dogs. This serves as a test of both intelligence and mathematical skills, combining education with enjoyment.

## IQ Test: Steps to Follow to Determine the Weight of Dogs

Ready for a mathematical challenge? Here's a thought-provoking puzzle for you. The task requires you to determine the total weight of three dogs, using the information provided. While it may seem challenging, don't worry, assistance is at hand. Let's explore the puzzle together.

The first step is to categorize the dogs for ease of calculation. The initial calculations are as follows:

• Dog A + Dog B = 10 presenting the equation x + y = 10
• Dog C + Dog B = 20 forming the equation z + y = 20
• Dog A + Dog C = 24 leading to the equation z + x = 24

Following this, we move on to the second step:

• x = 10 â€“ y
• z = 20 â€“ y
• (20 â€“ y) + (10 â€“ y) = 24

Further simplifying the third step, we derive 3 = y indicating that Dog B weighs 3 units. We are nearing the final answer as we proceed to the fourth step which is:

• x = 10 â€“ y = 10 â€“ 3 = 7
• z = 20 â€“ y = 20 â€“ 3 = 17

In conclusion, the final answer is computed as x + y + z = 7 + 3 + 17 = 27. Hence, the combined weight of the three dogs is 27 units. Congratulations to those who managed to crack this puzzle in less than 60 seconds!

Engaging in such mathematical challenges not only sharpens your problem-solving skills but also boosts your confidence to deal with more complex problems in the future.