Complete the sequence:
653,150, 653,250, …
To solve the problem, we identify the sequence pattern:
- Determine the difference between the given terms: 653,250−653,150=100.
- Since the difference between consecutive terms is 100, this indicates the rule of the sequence.
- To find the next terms, continue adding 100 to the last known term:
- Next term after 653,250: 653,250+100=653,350.
- Next term after 653,350: 653,350+100=653,450.
- Next term after 653,450: 653,450+100=653,550.
Thus, the completed sequence is 653,150,653,250,653,350,653,450,653,550.
Therefore, the next three numbers in the sequence are 653,350,653,450,653,550.
653,350, 653,450, 653,550