The probability that a certain type of chip will fail after installation is 0.15. A memory board for a computer contains 5 such chips. The operation will be satisfactory if two or more of the chips on the board do not fail. a) What is the probability that a memory board operates satisfactorily? b) If there are six such memory boards in each computer, what is the probability that five of them operate satisfactorily? c) Find the probability that the seventh chips installed is the third chip that fails after installation.
The probability that a certain type of chip will fail after installation is 0.15. A memory board for a computer contains 5 such chips. The operation will be satisfactory if two or more of the chips on the board do not fail. a) What is the probability that a memory board operates satisfactorily? b) If there are six such memory boards in each computer, what is the probability that five of them operate satisfactorily? c) Find the probability that the seventh chips installed is the third chip that fails after installation.
Chapter8: Sequences, Series,and Probability
Section8.7: Probability
Problem 4ECP: Show that the probability of drawing a club at random from a standard deck of 52 playing cards is...
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