A driver for the Food delivery app makes $4.5 for each order she delivers. Assume that deliveries occur randomly at a constant rate of 2.75 deliveries per hour, and different periods of time are independent. What is the probability that she will make less than $35 in the next three hours? (Use four digits after the decimal point. e.g., 0.1234)

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A driver for the Food delivery app makes $4.5 for each order she delivers. Assume
that deliveries occur randomly at a constant rate of 2.75 deliveries per hour, and
different periods of time are independent. What is the probability that she will make
less than $35 in the next three hours? (Use four digits after the decimal point. e.g.,
0.1234)
Transcribed Image Text:A driver for the Food delivery app makes $4.5 for each order she delivers. Assume that deliveries occur randomly at a constant rate of 2.75 deliveries per hour, and different periods of time are independent. What is the probability that she will make less than $35 in the next three hours? (Use four digits after the decimal point. e.g., 0.1234)
Certain app allows you to order from different types of cuisine. According with the
app's records 23% of the orders are to an American food restaurant, 38% to an Asian
food restaurant, 17% to a Mexican food restaurant, 6% to a Dessert place, and the rest
are to other types of restaurants. Assume that incoming orders are independent of
each other.
Transcribed Image Text:Certain app allows you to order from different types of cuisine. According with the app's records 23% of the orders are to an American food restaurant, 38% to an Asian food restaurant, 17% to a Mexican food restaurant, 6% to a Dessert place, and the rest are to other types of restaurants. Assume that incoming orders are independent of each other.
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