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The Standard Deviation for a Random Variable with Probability Density ff

question 93

Short Answer

The standard deviation for a random variable with probability density function ff and mean μ\mu is defined
σ=[(xμ)2f(x)dx]1/2\sigma = \left[ \int _ { - \infty } ^ { \infty } ( x - \mu ) ^ { 2 } f ( x ) d x \right] ^ { 1 / 2 }
Find the standard deviation for an exponential density function with mean 10 .


Definitions:

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Current Ratio

It's a financial ratio that calculates whether a corporation can cover its obligations that need to be paid within one year, by dividing the current assets by the current liabilities.

Plant Assets

Tangible assets that are used in the operations of a business and are not intended for resale, including buildings, machinery, and equipment.

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