FACTORY ESCAPE GAME-The Logical Labryinth

FACTORY ESCAPE GAME

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The Logical Labyrinth

THE MISSION

Through the Logical Labyrinth you tread, riddles await where paths have spread. Solve them right, find your way out, Each puzzle holds the key, there's no doubt. At every turn, a challenge to face, In each riddle, the path to trace. With logic sharp and mind keen, Unlock the secrets, the exit scene.

THE base

Find the clue you need to keep moving forward

QUESTION 1/3

'If the ground isn't wet, then it didn't rain.’

"I am a statement that can be twisted and turned. With logic and reason, my truth is discerned. I say 'If it rains, then the ground is wet,' Which transformation is also a true surefire bet?”

'If it doesn't rain, then the ground isn't wet.’

QUESTION 2/3

A rectangle has 4 sides.

"In the land of logical inquiry, I propose: 'If a shape has four sides, then it must be a square,' it goes. Now, astute thinker, find where this statement fails, Seek out the counterexample that prevails.

A square has right angles.

QUESTION 3/3

24

"In a puzzle of numbers, let's start, A sequence to uncover, a pattern to chart. 1, 4, 9, 16, __ Now, clever student, complete the line, Use inductive reasoning, let your mind shine. Which number continues the pattern divine? Choose wisely, let your reasoning align."

25

THE base

Find the clue you need to keep moving forward

QUESTION 1/3

'If my skills don't improve at a rapid rate, then I didn't practice piano daily.’

"In the realm of logical connections, I state: 'If I practice piano daily, then I improve my skills at a rapid rate.’ Now, astute thinker, which statement rings true? To decipher this puzzle, what will you construe?

'If I don't practice piano daily, then my skills won't improve at a rapid rate.’

'If my skills improve at a rapid rate, then I practice piano daily.’

QUESTION 2/3

'If I pass the exam, then I studied hard.’

"In the realm of logical deductions, I assert: 'If I study hard, then I will pass the exam,' a truth to rehearse. Now, thoughtful student, which statement should you find? To unravel the inverse, what will unwind?

'If I don't study hard, then I won't pass the exam.’

'If I don't pass the exam, then I didn't study hard.’

QUESTION 3/3

'If it is sunny, then people are swimming.’

"In the domain of logical sequences, I proclaim: 'If it is sunny, then the pool is open,' a rule quite tame. Now, keen mind, let's trace this logical thread, To decipher the conclusion where truth is bred. First premise: 'If it is sunny, then the pool is open.’ Second premise: 'If the pool is open, then people are swimming.' Conclusion: ?

'If people are swimming, then it is sunny.’

'If the pool is closed, then it is not sunny.’

the base

Find the clue you need to keep moving forward

QUESTION 1/3

'If a number is divisible by 6, then it is divisible by 3.’

"In the world of mathematical rules, I declare: 'If a number is divisible by 3, then it is divisible by 6,’ a principle fair. Now, mathematical mind, which form shall you find? To solve this puzzle, where will you unwind? Consider the options below with care, Choose the correct form if you dare.

'If a number is not divisible by 6, then it is not divisible by 3.’

'If a number is divisible by 3, then it is not divisible by 6.’

QUESTION 2/3

'If you don't eat vegetables, then you don't stay healthy.’

"In the world where logic prevails, I declare: 'If you eat vegetables, then you stay healthy,’ a truth rare. Now, students astute, reverse this line, Find the converse with logic refined.

'If you eat vegetables, then you don't stay healthy.’

'If you stay healthy, then you eat vegetables.’

QUESTION 3/3

'If it is not a weekend, then I go hiking.’

"In the world of logical paths, I state with reason: 'If it is a weekend, then I go hiking during the season.' Now, astute student, which statement holds true? To discern this logic, let's uncover the clue:

'If I don't go hiking, then it is not a weekend.’

'If it is not a weekend, then I don't go hiking.’

the base

Find the clue you need to keep moving forward

QUESTION 1/3

126

90

"In the realm of numbers, mysteries unfold, A sequence of digits, a pattern to behold. 2, 12, 30, 56, __ Now, clever student, deduce the next in line, Use inductive reasoning, let your logic shine. Which number completes this pattern divine? Choose wisely, let your reasoning align."

110

84

QUESTION 2/3

A clear sky.

The day is warm

"In the land of logic, where truths unfold, Conditional statements, a tale so bold. If the sky is clear, then the sun shines bright, A truth we hold, a guiding light. Now, consider the converse, a twist so grand, If the sun shines bright, then what covers the land?

Rain.

Clouds are in the sky.

QUESTION 3/3

"All avid readers are wise thinkers."

"All wise thinkers are knowledgeable."

In a realm where wisdom's key, Two scholars spoke, each with decree. Professor Aria said, "All wise thinkers are avid readers." Professor Ben argued, "All avid readers are knowledgeable.” Now, syllogistic thinker, unravel the sage, Whose statement forms the logic's stage?

"All knowledgeable individuals are avid readers.”

"All knowledgeable individuals are avid readers."

the base

Find the clue you need to keep moving forward

QUESTION 1/3

a helicopter

In a world of logic, how can it be that to prove something wrong, would so easy be? Which of the following is a counterexample for this conditional statement? If a vehicle flies, then it is an airplane.

a truck

a skateboard

an airplane

QUESTION 2/3

If Spot sits, then he won't get a treat.

If Spot got a treat, then he sat.

Imagine my shock and surprise that you've made it this far, through all of the twists and turns, You've shown great wisdom that some will never learn What is the converse of the statement: If Spot sits, then he will get a treat.

If Spot doesn't sit, then he won't get a treat

If Spot didn't get a treat, then he didn't sit.

QUESTION 3/3

It is not the weekend

Wednesday

We've nearly come to the end of your journey, just one more door will you pass through or be bound here forevermore? Which of the following is a counterexample to the following conditional statment: If it is the weekend, then it is Sunday.

Saturday

No counterexample can be provided.

Mission Complete

You've saved the base

START OVER?

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MISSION FAILED

You've destroyed the base......

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