In the Natural World, the Number of Measurable Variables That

Multiple Choice

In the natural world, the number of measurable variables that follow a normal distribution is quite remarkable.Many of these measurable variables are actually the sum of other independent variables.The Central Limit Theorem helps explain this phenomenon because:

A) the Central Limit Theorem states that all measurable variables follow a normal distribution.
B) the Central Limit Theorem states that for a sufficiently large number of variables, the sum of these variables will be approximately normally distributed.
C) the Central Limit Theorem states that for large sample sizes, all measurable variables will follow a normal distribution.
D) the Central Limit Theorem states that because nature is normative, variables found in nature will be at least approximately normal.