1. The problem asks to express each number as the sum of tens and ones. 2. For example, take 93. 93 consists of 9 tens and 3 ones. 3. So, 93 = 90 + 3. 4. Next, 64 can be broken into 6 tens and 4 ones. 5. Thus, 64 = 60 + 4. 6. Similarly, 27 has 2 tens and 7 ones. 7. Hence, 27 = 20 + 7. 8. For 52, there are 5 tens and 2 ones. 9. So, 52 = 50 + 2. 10. Finally, 88 consists of 8 tens and 8 ones. 11. Therefore, 88 = 80 + 8. This way, each number is expressed clearly as a sum of tens and ones.