Math Mountain Quiz

What is the main focus of the problem discussed in the video?

• The role of a quantitative analyst

• A mathematical problem involving tigers and a sheep

• The diet of tigers

• The history of Math Mountain

In the scenario with one tiger, why does the tiger eat the sheep?

• The tiger is not rational

• The tiger prefers grass

• There are no other tigers to pose a threat

• The sheep is poisonous

Why do two tigers decide not to eat the sheep?

• They are not hungry

• Eating the sheep would lead to one being eaten

• They prefer to eat grass

• The sheep is too fast

In the scenario with three tigers, what happens to the sheep?

• The sheep is ignored

• The sheep is eaten

• The sheep escapes

• The sheep becomes a tiger

What is the pattern observed with odd and even numbers of tigers?

• Even numbers lead to the sheep becoming a tiger

• Odd numbers lead to the sheep escaping

• Even numbers lead to the sheep being eaten

• Odd numbers lead to the sheep being eaten

What happens when there are 100 tigers on Math Mountain?

• The sheep is eaten

• The sheep is safe

• The sheep becomes a tiger

• The tigers leave the mountain

Why is the sheep safe with an even number of tigers?

• Tigers are less hungry in even numbers

• The sheep can hide better

• Even numbers create a safe scenario for the sheep

• Tigers prefer even numbers

What is the significance of the number 99 in the problem?

• It is the number of grass patches

• It is an odd number, leading to the sheep being eaten

• It is the number of sheep

• It is the number of mountains

What does the problem illustrate about rational decision-making?

• Rational decisions always lead to the sheep being eaten

• Rational decisions depend on the number of tigers

• Rational decisions lead to chaos

• Rational decisions are irrelevant

Why do sheep have an affinity for even numbers according to the video?

• Even numbers ensure their safety

• Even numbers are lucky

• Even numbers are more colorful

• Even numbers are easier to count