Question

Shape Of distribution A survey found that 64% of adult Americans operates the flusher of toilets in public restrooms with their foot. Suppose a random sample of n = 500 adult Americans is obtained and the number who flush public toilets with their foot is recorded. Find the shape of the binomial probability distribution. Since $np(1-p)$ is greater than 10, the shape is bell-shaped. Since $np(1-p)$ is greater than 10, the shape is skewed left. Since $p = 0.64$, the shape is skewed left. Since $np(1-p)$ is less than 10, the shape is bell-shaped.

          Shape Of distribution
A survey found that 64% of adult Americans operates the flusher of toilets in public
restrooms with their foot. Suppose a random sample of n = 500 adult Americans is
obtained and the number who flush public toilets with their foot is recorded. Find
the shape of the binomial probability distribution.
Since $np(1-p)$ is greater than 10, the shape is bell-shaped.
Since $np(1-p)$ is greater than 10, the shape is skewed left.
Since $p = 0.64$, the shape is skewed left.
Since $np(1-p)$ is less than 10, the shape is bell-shaped.

Shape Of distribution
A survey found that 64% of adult Americans operates the flusher of toilets in public
restrooms with their foot. Suppose a random sample of n = 500 adult Americans is
obtained and the number who flush public toilets with their foot is recorded. Find
the shape of the binomial probability distribution.
Since np(1-p) is greater than 10, the shape is bell-shaped.
Since np(1-p) is greater than 10, the shape is skewed left.
Since p = 0.64, the shape is skewed left.
Since np(1-p) is less than 10, the shape is bell-shaped.

Added by James W.

Question

Please give Ace some feedback