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Mathematics II. (TTMBE0809_EN/TTMBE0811/TTMBE0803_EN/TTMBE0823_EN) 24/25-2.

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If is a random variable and is its cumulative distribution function, then .

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The probability density function is a moronically increasing function.

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For conditional probability .

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If and are events, then .

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Two events are independent if .

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The integral of a vector field on the parametrized surface

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If a vector field is conservative, then for any curves the line integral is zero.

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If is a critical point of the function and the principal minors of the Hessian are and , then has a minimum at .

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The directional derivative of at with respect to the unit vector is

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The function is differentiable at if there exists a linear map such that

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