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In which of the following areas does a financial planner not have to be knowledgeable?
Probability Density Functions
Functions that describe the relative likelihood for a continuous random variable to take on a given value.
Continuous Random Variables
Variables that can take an infinite number of values within a given range, often associated with measurements in time, distance, or temperature.
Area Under the Curve
A measure used in various statistical analyses to quantitatively summarize the shape of a curve, often related to the performance of a model or the distribution of data.
Standard Normal Random Variable
A random variable that has a mean of zero and a standard deviation of one, following a normal distribution.
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