a steakhouse sells a meal that includes a ribeye steak, a side, and a drink. if a customer can choose from 5…
a steakhouse sells a meal that includes a ribeye steak, a side, and a drink. if a customer can choose from 5 meat doneness (rare, medium rare, medium, medium well, and well done), 6 sides, and 5 drinks, how many possible meals can a customer order?
Answer
Answer:
150
Explanation:
Step1: Recall counting principle
The counting principle states that if there are $m$ ways to do one thing, $n$ ways to do a second thing, and $p$ ways to do a third thing, the total number of ways to do all three things together is $m\times n\times p$.
Step2: Identify values
Here, $m = 5$ (meat doneness options), $n=6$ (side - dish options), $p = 5$ (drink options).
Step3: Calculate total number of meals
$5\times6\times5=150$.