Complete the sequence:
480,280, 480,290, …
Let's proceed step-by-step to find the pattern in the sequence:
- Step 1: Identify the sequence
The sequence begins with 480,280 and 480,290.
- Step 2: Determine the common difference
Subtract the first term from the second term: 480,290−480,280=10. The common difference is 10.
- Step 3: Apply the common difference to find the next terms
- Add 10 to the second term: 480,290+10=480,300.
- Add 10 to get the next term: 480,300+10=480,310.
- Add 10 again: 480,310+10=480,320.
Therefore, the next terms in the sequence are 480,300, 480,310, 480,320.
This matches choice 4, given the specified answer options.
Thus, we conclude that the sequence continues with 480,300, 480,310, 480,320.
480,300, 480,310, 480,320