Peter played 5 rounds of Roblox. He scored 2,085 points in each of 2 rounds and 1,640 points in each remaining round. What was his total score at the end of 5 rounds?
Understand the Problem
The question asks for the total score Peter achieved after playing 5 rounds of a game, given his scores in different rounds. To solve it, we calculate the total points from the two rounds and the remaining rounds, then sum them up.
Answer
$9090$
Answer for screen readers
Peter's total score at the end of 5 rounds is $9090$.
Steps to Solve
- Calculate the points from the first two rounds
Peter scored 2,085 points in each of the first two rounds.
The total score for these rounds is: $$ 2 \times 2085 = 4170 $$
- Calculate the points from the remaining three rounds
Peter scored 1,640 points in each of the remaining three rounds.
The total score for these rounds is: $$ 3 \times 1640 = 4920 $$
- Sum the total points from all rounds
Now, add the scores from the first two rounds and the last three rounds together: $$ 4170 + 4920 = 9090 $$
Peter's total score at the end of 5 rounds is $9090$.
More Information
Peter played a total of 5 rounds, achieving significant scores in both the first two and remaining rounds. This problem demonstrates how to apply basic multiplication and addition to find a total.
Tips
- A common mistake is to forget to multiply the points by the number of rounds for either the first or second set of rounds.
- Another mistake could be adding the scores incorrectly when summing the totals.
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