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The following frequency table summarizes yesterday's orders at Sizzlin' Skillets. Type of stir fry $\quad$ Number of orders Vegetable $\quad$ Chicken $\quad$ Pork $\quad$ Beef $\quad$ Shrimp $\quad$ Based on this data, what is a reasonable estimate of the probability that the next type of stir fry ordered is shrimp?

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Interpret confidence intervals for population means

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Q. The following frequency table summarizes yesterday's orders at Sizzlin' Skillets. Type of stir fry

\quad

Number of orders Vegetable

\quad

Chicken

\quad

Pork

\quad

Beef

\quad

Shrimp

\quad

Based on this data, what is a reasonable estimate of the probability that the next type of stir fry ordered is shrimp?

Calculate Total Orders: First, let's add up all the orders to find the total number of stir fry orders. $\newline$ Vegetable: $30$ , Chicken: $45$ , Pork: $25$ , Beef: $40$ , Shrimp: $10$ . $\newline$ Total orders = $30 + 45 + 25 + 40 + 10 = 150$ .
Find Shrimp Order Probability: Next, we need to find the number of shrimp orders and calculate the probability. $\newline$ Number of shrimp orders = $10$ . $\newline$ Probability = Number of shrimp orders / Total orders = $\frac{10}{150}$ .
Simplify Probability Fraction: Finally, simplify the probability fraction. $\frac{10}{150} = \frac{1}{15}$ .

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