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X, is assumed to be a random variable by placing letters of the word “YACHT” in a hat. If these letters are withdrawn then it g...Asked by Anonymous
X, is assumed to be a random variable by placing letters of the word “YACHT” in a hat. If these letters are withdrawn then it gets replaced. A value of 1 is given when a vowel is retrieved, and a value of 2 is given when a consonant is retrieved while a value of 3 is given to all other retrieved letters.
Question: Write down the sample space on which X variable is defined.
Can we write the sample space as given below:
Since Y-2, A-1, C-2, H-2, T-2
Sample space = {1 and 2}.
Is there another way of writing this as required in the question?
Question: Write down the sample space on which X variable is defined.
Can we write the sample space as given below:
Since Y-2, A-1, C-2, H-2, T-2
Sample space = {1 and 2}.
Is there another way of writing this as required in the question?
Answers
Answered by
Reiny
I have seen this question for several days now.
More than likely, the reason you are not getting a reply is due to your notation.
Secondly, I am baffled by your choices.
- for a vowel , use a value of 1
- for a consonant, use a value of 2
- "other retrieved letters" , a value of 3
In my alphabet there are only vowels and consonants.
More than likely, the reason you are not getting a reply is due to your notation.
Secondly, I am baffled by your choices.
- for a vowel , use a value of 1
- for a consonant, use a value of 2
- "other retrieved letters" , a value of 3
In my alphabet there are only vowels and consonants.
Answered by
Anonymous
But this was the question given to us.
I believe there are specific values 1-3 assigned in order to construct a discrete probability distribution for X variable.
Anyway, do you think the sample space seems to be alright?
I believe there are specific values 1-3 assigned in order to construct a discrete probability distribution for X variable.
Anyway, do you think the sample space seems to be alright?
Answered by
Reiny
As I said, I am not familiar with your notation.
counting Y as a vowel,
Prob(vowel) = 1/5
Prob(consonant) = 4/5
counting Y as a vowel,
Prob(vowel) = 1/5
Prob(consonant) = 4/5
Answered by
Anonymous
I think you meant:
Counting "A" as a vowel
P (vowel) = 1/5.
Counting "A" as a vowel
P (vowel) = 1/5.
Answered by
Scott
the vowel/consonant ambiguity of "Y" is probably an issue here
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