Understanding the Galton Board

The video explains the Galton board, a device where balls fall through pegs, creating a normal distribution curve. Each ball has a 50/50 chance of going left or right at each peg, making individual outcomes unpredictable. However, with many balls, a pattern emerges, showing a higher probability of balls landing in the center due to more paths leading there. This illustrates the importance of large sample sizes in making accurate predictions in science and math. The video concludes with a humorous comparison of the Galton board to a rain stick.

What is the primary outcome when balls fall through the Galton board?

• A chaotic scatter

• A linear pattern

• A normal distribution curve

• A random distribution

What is the probability of a ball moving left or right when it hits a peg?

• 70% left, 30% right

• 60% left, 40% right

• 50% left, 50% right

• 80% left, 20% right

Why do patterns emerge when many balls are used in the Galton board?

• Because each ball follows the same path

• Due to the influence of external forces

• Due to the high probability of landing in the center

• Because the pegs are unevenly spaced

What does the Galton board demonstrate about sample sizes?

• Small samples are sufficient for predictions

• Large samples are necessary for accurate predictions

• Sample size does not affect predictions

• Only even sample sizes are useful

How is the Galton board humorously compared at the end of the video?

• As a random number generator

• As a scientific calculator

• As a superior version of a rain stick

• As a musical instrument