Increase 900 by of 0.5 percent per day like 900 ,904.5 ,909 (0.5 perctange increase from previous day)

To calculate a 0.5% increase per day, we multiply the previous value by 1.005 (since 0.5% increase is equivalent to multiplying by 1 + 0.005).

Starting from 900:

1. **Day 1:**  
   \( 900 \times 1.005 = 904.5 \)
   
2. **Day 2:**  
   \( 904.5 \times 1.005 = 909.0225 \)  
   (Round it to 909)

3. **Day 3:**  
   \( 909.0225 \times 1.005 = 913.5676125 \)  
   (Round it to 913.57)

4. **Day 4:**  
   \( 913.5676125 \times 1.005 = 918.1354505625 \)  
   (Round it to 918.14)

5. **Day 5:**  
   \( 918.1354505625 \times 1.005 = 922.7261278153125 \)  
   (Round it to 922.73)

So, the values would increase as:
- 900, 
- 904.5, 
- 909, 
- 913.57, 
- 918.14, 
- 922.73, and so on.

Would you like me to continue this calculation further, or provide more details on the process?

### Related Questions:
1. How do we calculate the total percentage increase over a period of days?
2. What is the formula for compound growth over time?
3. How can we reverse the calculation to find the original value given a percentage increase?
4. How does daily compounding compare to monthly or annual compounding?
5. How can we calculate the number of days it takes to reach a specific value with a given percentage increase?

**Tip:** Always check whether you're applying a percentage increase or decrease correctly by verifying with smaller numbers!

Increase 900 by 0.5 percent per day like 900, 904.5, 909 (0.5 percent increase from previous day).

Learn how to calculate a 0.5% daily increase starting from 900. We provide a step-by-step solution to show how values grow exponentially, including key milestones like 900, 904.5, 909, and more. This problem focuses on percentage increase and compound growth, suitable for Grades 6-8.

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