In a random sample of McDonald's drive thru orders, it is found that 357 orders were fulfilled accurately, but 31 orders had errors. You wish to find the probability of an accurate order. Which formula would you use? $1 - P (A)$ $P (A) \cdot P (B)$ $P (A) \cdot P (B ∣ A)$ Desirable Outcomes Total Outcomes $P (A) + P (B) - P (A$ and $B)$

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In a random sample of McDonald's drive thru orders, it is found that 357 orders were fulfilled accurately, but 31 orders had errors. You wish to find the probability of an accurate order. Which formula would you use?

1 - P (A)

P (A) \cdot P (B)

P (A) \cdot P (B ∣ A)

Desirable Outcomes Total Outcomes

P (A) + P (B) - P (A

and

B)

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