TED-Ed: Can you solve the rogue submarine riddle? Difficulty level: Master | Alex Rosenthal

The video presents a complex puzzle involving nuclear missile launch codes. Two minions, A and B, each have part of the code, with A knowing the sum and B knowing the product of two numbers. Through logical deduction and analysis of statements, the correct override codes are determined to prevent the missile launch. The solution involves understanding the implications of each character's knowledge and narrowing down possibilities based on mathematical reasoning.

What is the main challenge faced in the nuclear missile launch override scenario?

• Communicating with the agents of chaos

• Locating the launch site

• Disabling the missile system

• Finding the correct override code

Why is Minion A unsure about Minion B knowing their number?

• Because Minion A has the wrong sum

• Because Minion B is not trustworthy

• Because Minion A forgot their own number

• Because Minion B has multiple possible products

What is a key factor that allows Minion B to deduce Minion A's number?

• The number of agents involved

• The uniqueness of the product

• The size of the sum

• The time left before launch

What does Minion B's response indicate about their knowledge?

• Minion B knows both numbers

• Minion B is still unsure about Minion A's number

• Minion B has no idea about the numbers

• Minion B is confused about the product

Which numbers are finally deduced as the correct override codes?

• Five and four

• Six and three

• Two and seven

• One and eight

What is the significance of the number 'six' in the deduction process?

• It is the number of agents involved

• It is the time left before launch

• It is the product of Minion B

• It is a possible sum for Minion A

What is the final outcome after the correct codes are entered?

• The agents of chaos win

• The codes are incorrect

• The submarine is destroyed

• The missile launch is overridden