What is the Solution to the Math Puzzle 78-63÷9+3-10÷2

What is the Solution to the Math Puzzle 78-63÷9+3-10÷2

Solving puzzles that make you think in different ways can be enjoyable. If you like solving tricky puzzles and finding answers, you should definitely give them a try. Math puzzles make you think and use your problem-solving skills. They're designed to make you think carefully, analyze information, and use math to find answers.

The puzzle you see here is all about finding the hidden pattern within it. But there's a time limit for this challenge. You need to quickly understand the pattern. This challenge needs you to think fast and be good at analyzing. This challenge is a bit hard and suits people who are good at thinking quickly and carefully. Solving this puzzle is important because it helps you learn skills that can be useful in many parts of your life.

Research even suggests that solving puzzles like this can keep your mind sharp. It doesn't just help with solving problems but also makes your mind work better, which is helpful in school, work, and personal life. Even though the puzzle might seem hard, your goal is to find an answer that fits the rules and solves the puzzle. In the next part, we'll explain this math puzzle and show you the satisfying answer that's waiting for you to discover.

Brain Teaser: Find the Odd One in 10 Seconds

How to Hide Your Location on Snapchat? How to Turn Off Your Snapchat Location?

Optical Illusion: Can You Try to Find the Hidden Number in 10 Seconds?

Solution to the Math Puzzle 78-63÷9+3-10÷2

This math puzzle is a tough one, and we encourage you to give it a go.

To solve the expression 78−63÷9+3−10÷2, we apply the order of operations. There are no parentheses or exponents, so we proceed with multiplication and division from left to right and then addition and subtraction from left to right. First, we perform the divisions: 63÷9=7 and 10÷2=5. Next, we solve the expression in sequence: 78−7+3−5. Now, we perform addition and subtraction from left to right: 78−7=71, then 71+3=74, and finally 74−5=69. Therefore, the solution to the expression is 69.