The cumulative distribution function for a continuous random variable, X, has the form: PX(x)={ 0, -∞<x ≤-2 a(1+sin (b x)), -2<x ≤ 2 c, x>2 . Find: (a) the values of a, b and c that make this a valid CD; (b) the probability that x is negative; and (c) the corresponding probability density function. | Numerade
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The cumulative distribution function for a continuous random variable, X, has the form: PX(x)={ 0, -∞<x ≤-2 a(1+sin (b x)), -2<x ≤ 2 c, x>2 . Find: (a) the values of a, b and c that make
The cumulative distribution function for a continuous random variable, X, has the form: PX(x)={ 0, -∞2. Find: (a) the values of a, b and c that make this a valid CD; (b) the probability that x is negative; and (c) the corresponding probability density function.
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