Math
posted by Rena on .
Each capital letter of the alphabet is carefully printed on a piece of paper in blockform and placed in a bowl
ABCDEFGHIJKLMNOPQRSTUVWXYZ
An individual piece of paper is selected from the bowl. What is the probability that
A. the letter is a consonant?
B. the letter is formed from straightline segments only?
C. the letter has an enclosed region in its representation?

Is Y a vowel?
After you decide that, then Pr=(chances it can be)/total possibiliites 
There are 5 vowels in the alphabet, 6 if you count the "y". Oxford dictionary says it could be either.
so a) prob (consonant) = 21/26 or 20/26
do the others the same way, count the number of letters that obey the condition stated, and divide it by 26 
It doesn't state if Y is part of the vowel.

Then I would assume that it is not.

I am stuck and do not know how to do this question. Consider the experiments involving rolling a single die once. Give the probabilities of the event described.
what is P(even or prime)? 
the probability for any side coming up is 1/6
How many ways can you get a Prime number?
1,2,3,5
How many results can you throw:
1,2,3,4,5,6
Pr(prime)=4ways/6possibilies=2/3