Let the random variable X have the geometric distribution given by pX (k) = (1− p)^(k−1) p, k = 1,2,3, Let A be the event that {X ≥ 2} and A c denote the complement of A. Determine pX/A(k), pX/Ac (k)

Identify the translation rule on a coordinate plane that verifies that square a(-4, 3), b(-4, 8), c(-9, 3), d(-9, 8) and square a'(-3, 2), b'(-3, 7), c'(-8, 2), d'(-8, 7) are congruent.

(05.08a)triangle abc is transformed to similar triangle a′b′c′ below: a coordinate plane is shown. triangle abc has vertices a at 2 comma 6, b at 2 comma 4, and c at 4 comma 4. triangle a prime b prime c prime has vertices a prime at 1 comma 3, b prime at 1 comma 2, and c prime at 2 comma 2. what is the scale factor of dilation? 1 over 2 1 over 3 1 over 4 1 over 5

Rewrite the equation x = 65 - 60p by factoring the side that contains the variable p.