Exponential Growth in Zombie Scenarios

The video tutorial discusses the exponential growth of a hypothetical zombie population. Starting with three zombies, the growth is calculated using the exponential growth function, which includes a starting value, rate of increase, and time. The video predicts a dramatic increase in the zombie population over time, illustrating the power of exponential growth. The tutorial concludes with a light-hearted warning about the potential end of the world due to the zombie apocalypse.

What was the initial number of zombies mentioned in the scenario?

• 10

• 5

• 3

• 1

In which area is the zombie outbreak initially contained?

• Southern States

• Midwest

• West Coast

• Tri-state area

What is the initial reaction to the zombie outbreak?

• Curiosity

• Indifference

• Panic

• Excitement

What is the formula for exponential growth?

• a + R * T

• a * (1 + R) ^ T

• a / (1 + R) ^ T

• a - R * T

In the exponential growth formula, what does 'a' represent?

• Rate of increase

• Time period

• Final value

• Starting value

What does 'T' stand for in the exponential growth formula?

• Temperature

• Time period

• Total zombies

• Threshold

What is the rate of increase used in the zombie scenario?

• 150%

• 125%

• 175%

• 100%

How many zombies are expected by the end of one year?

• 5,000

• 50,502

• 500,000

• 5,000,000

What is the significance of the number 1.25 in the formula?

• It represents the time period

• It is the starting value

• It is the final value

• It is the rate of increase

What is the projected number of zombies after 20 months?

• 33 million

• 3 billion

• 3 million

• 300 million