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It appears that the image shows a long division problem where you are dividing 20563 by 99. Let's work through this division step by step.

1. **Step 1:** 
   Divide the first few digits of 20563 by 99. The first three digits are 205.
   
   \( 205 \div 99 = 2 \), with a remainder of \( 205 - 99 \times 2 = 205 - 198 = 7 \).

2. **Step 2:** 
   Bring down the next digit from 20563, which is 6, to get 76.

   Now, divide 76 by 99. Since 76 is less than 99, the quotient is 0. 

   So, bring down the next digit, 3, making the number 763.

3. **Step 3:** 
   Now, divide 763 by 99. 

   \( 763 \div 99 = 7 \), with a remainder of \( 763 - 99 \times 7 = 763 - 693 = 70 \).

4. **Step 4:** 
   The final result is 207, with a remainder of 70.

Thus, \( 20563 \div 99 = 207 \) remainder 70.

Would you like further explanation on any part of the process? Here are some related questions:

1. What is the general method to approach long division problems?
2. How do we verify long division results?
3. Can you perform this division using a calculator to check the remainder?
4. What does the remainder signify in a division problem?
5. How can long division be used in real-world applications?

**Tip:** Always double-check by multiplying the quotient by the divisor and adding the remainder to see if you get back the original number.

Understand the process of dividing 20563 by 99 using long division. This step-by-step guide explains how to find the quotient and remainder, making it suitable for students in Grades 5-7.

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