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Giovanna owns a farm. She is going to randomly select one animal to present at the state fair. She has 666 pigs, 777 chickens, and 101010 cows. What is \text{P(chicken})P(chicken)P, left parenthesis, c, h, i, c, k, e, n, right parenthesis? If necessary, round your answer to 222 decimal places.

Verified Answer :

Giovanna owns a farm. She is going to randomly select one animal to present at the state fair. She has 6 pigs, 7 chickens, and 10 cows.  What is the probability she will select a chicken?

There are 23 animals in all. (6+7+10 = 23)

Probability of choosing a chicken : 7/23

Probability of choosing a pig: 6/23

Probability of choosing a cow: 10/23


JeanaShupp

Answer: \(\text{P(chicken})=0.30\)

Step-by-step explanation:

Given: The number of pigs in Giovanna's farm = 6

The number of chickens = 7

The number of cows = 10

Therefore, the total number of animals in the farm = \(10+6+7=23\)

Now, the probability of drawing a chicken from all the animals in the farm is given by :-

\(\text{P(chicken})=\frac{\text{Number of chickens}}{\text{\text{Total animals}}}\\\\\Rightarrow\text{ P(chicken})=\frac{7}{23}=0.304347826\approx0.30\)

Hence, \(\text{P(chicken})=0.30\)

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