Final answer:
In the word 'pineapple', the ratio of vowels to consonants is 4:5, which is in its simplest form. For 'strawberry,' the ratio is 2:8, which simplifies to 1:4. These ratios are determined by counting the vowels and consonants in each word.
Step-by-step explanation:
To find the ratios of vowels to consonants in the words pineapple and strawberry, we first need to identify the vowels and consonants in each word. The four letters that are always vowels are 'a', 'e', 'i', 'o', and 'u'. The two letters that can sometimes be vowels and sometimes consonants are 'y', and 'w'. In this case, we will assume that 'y' will be counted as a consonant. To determine the ratios, we first need to count the vowels and consonants in both words.
- For the word pineapple, there are 4 vowels (i, e, a, e) and 5 consonants (p, n, p, p, l), giving us a ratio of 4:5. After simplification, however, the ratio remains 4:5 as it is already in its simplest form.
- For the word strawberry, there are 2 vowels (a, e) and 8 consonants (s, t, r, w, b, r, r, y) - here 'y' is being used as a consonant), which gives us a ratio of 2:8, which simplifies to 1:4.