Mathematics, 10.10.2019 03:00 valenciafaithtorres
Goranson and hall (1980) explain that the probability of detecting a crack in an airplane wing is the product of p1, the probability of inspecting a plane with a wing crack; p2, the probability of inspecting the detail in which the crack is located; and p3, the probability of detecting the damage. a what assumptions justify the multiplication of these probabilities? b suppose p1 = .9, p2 = .8, and p3 = .5 for a certain fleet of planes. if three planes are inspected from this fleet, find the probability that a wing crack will be detected on at least one of them.
Answers: 3
Mathematics, 21.06.2019 22:30, campilk5
Sketch the vector field vector f( vector r ) = 8vector r in the xy-plane. select all that apply. the length of each vector is 8. the lengths of the vectors decrease as you move away from the origin. all the vectors point away from the origin. all the vectors point in the same direction. all the vectors point towards the origin. the lengths of the vectors increase as you move away from the origin.
Answers: 2
Goranson and hall (1980) explain that the probability of detecting a crack in an airplane wing is th...
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