Can You Solve This Challenging Logical List Riddle?

Can you solve this challenging logic list puzzle?

Riddle tests require you to use your problem-solving skills. It can be fun to solve puzzles that make you think in different ways. If you like solving tricky puzzles and solving them, you should definitely give this a try. These puzzles also help reduce stress and fatigue by keeping your mind active. Check out the puzzle below.

Can you solve this challenging logic list puzzle?

The image above shows a puzzle, and to solve it you need to find the hidden patterns that control its various parts. But there’s a challenge: You have to spot patterns quickly. You need to think quickly and be good at analyzing things in a short period of time. To be successful, you must pay close attention to details and carefully observe clues in the image.

This is a trickier challenge, so someone who is really smart and notices the small details can do well. When the clock starts ticking, you’ll get even more excited as you race against time. Being good at this can provide you with valuable skills that can help you in many areas of life. Not only does it make you a better problem solver; It also makes your mind more flexible, which can help you in school, work, and your personal life.

Although the puzzle is difficult, your goal is to find a solution that follows the rules and solve the puzzle. In the next section, you’ll learn more about how this puzzle works and the satisfying answer that awaits you.

Challenge yourself every day with a variety of brain teasers designed to keep your cognitive skills sharp. Take advantage of this opportunity to exercise your mind regularly with NEWSTARS Education.

Can you solve this challenging logic list puzzle?solution

This riddle is quite a challenge and we encourage you to try and try to solve it.

Can you solve this challenging logic list puzzle?

Here are ten statements, each claiming that a certain number of statements in this list are false. Let’s start with a list where each statement claims that a certain number of statements are false. Consider the tenth statement on this list. If statement 10 is true, it means that all statements in the list, including statement 10 itself, are false. This creates a contradiction, so statement 10 must be false. Therefore, at least one statement in this list is false.

Now, how many statements can be true at the same time? These statements are mutually exclusive, which means that there cannot be one statement that precisely states that statement x is true, and another statement that states precisely that statement y is true (when x ≠ y). This means that at most one statement is true. If one statement is true, it means that nine statements must be false.

So the solution is that we have nine false statements and one true statement. This is consistent with statement nine. If statements one through eight and ten are all false and statement nine is true, then it all makes logical sense.


The calculation result is 45 ÷ 5 + 3 x 4 – 10 ÷ 2=?

To find out, follow the order of operations. Division and multiplication proceed from left to right: 45 ÷ 5 equals 9, and 10 ÷ 2 equals 5. The equation now becomes 9 + 3 x 4 – 5. Next, perform multiplication and addition/subtraction from left to right: 3 x 4 equals 12, and 9 + 12 equals 21. Therefore, the solution is 21.

Determine the value of 60 ÷ 6 + 8 x 3 – 12 ÷ 4=?

Apply the order of operations as usual. Divide and multiply starting from left to right: 60 ÷ 6 equals 10 and 12 ÷ 4 equals 3. The equation now becomes 10 + 8 x 3 – 3. Next, perform multiplication, addition and subtraction from left to right: 8 x 3 equals 24, and 10 + 24 equals 34. Therefore, the solution is 34.

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