5. There are 5 vowels in the alphabet . There are 26 letters in the alphabet. What is
   the probability of randomly choosing a letter that is not a vowel?

To find the probability of choosing a letter that is not a vowel, you first need to determine the total number of letters in the alphabet (26) and the number of vowels (5). The number of consonants would therefore be . The probability of picking a letter that is not a vowel is the number of consonants divided by the total number of letters, which is .

Now, isn’t it interesting that vowels are essential in forming words, but consonants actually make up a bigger chunk of the alphabet! The balance between these two plays a crucial role in the richness of language and phonetics. It’s a bit like how you need both the sweet and savory to create a delicious meal - neither could do it alone!

In everyday life, understanding probabilities can be useful for making decisions. Take the lottery: while the probability of winning is quite low (like choosing a vowel), knowing the odds can help you decide whether to play or save your money! It’s all about making informed choices based on the likelihood of different outcomes in any situation.