Complete the sequence:
305,501, 305,500, …
To solve this problem, we'll analyze the sequence pattern:
- Step 1: Identify the difference between the first two numbers:
305,501−305,500=1.
- Step 2: Since the numbers decrease by 1 from one term to the next, apply this pattern to determine the next numbers:
- Step 3: Calculate the next three numbers:
- The third number: 305,500−1=305,499
- The fourth number: 305,499−1=305,498
- The fifth number: 305,498−1=305,497
Therefore, the next three numbers in the sequence are 305,499,305,498,305,497.
305,499, 305,498, 305,497