At a certain company, the annual winter party is always held on the second of Friday of December. What is the latest possible da
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Response:
The number 40 can be found in Pattern B. Additionally, following the rule, each sequence will expand.
Detailed breakdown:
Let’s build each sequence. Recall that the guideline is to "add 15" to generate each sequence starting from the provided initial number.
Pattern A.
Pattern B.
Pattern C.
You can see that the number 40 appears in Pattern B. Moreover, per the rule, each pattern will show an increase.
Answer:
The likelihood of a battery being produced by Factory A and being defective is 0.012, which corresponds to 1.2%.
Step-by-step explanation:
We have two manufacturers of batteries for mobile phones: Factory A and Factory B. Factory A is responsible for 60% of the total battery production, while Factory B accounts for the remaining 40%.
Out of the batteries made by Factory A, 2% are found to be defective, whereas 4% of those from Factory B are defective.
Let P(A) denote the probability that a battery comes from Factory A, therefore P(A) = 0.60.
The probability that a battery originates from Factory B can be denoted as P(B) = 0.40.
Furthermore, define D as the event indicating that a battery is defective.
Thus, the probability of a defect given that a battery is from Factory A is P(D/A) = 0.02.
For Factory B, the probability of a defect given it is from there is P(D/B) = 0.04.
The probability for a battery being made at Factory A and also being defective can be calculated as follows:
Probability that Factory A produces batteries Probability that a battery from Factory A is defective
= P(A) P(D/A)
= 0.60 0.02 = 0.012 or 1.2%
Conclusively, the probability that a battery is both from Factory A and defective is 1.2%.