Question

Andy is participating in a science competition that awards and deducts point-values based on the accuracy of contestants' answers. At the end of Round 1, he has −32012 points. He scores 71014 points during Round 2, but then he loses 500 points during the final round of the competition. Write a numerical equation that represents the number of points earned or lost in each round and then show Andy's final point total at the end of the competition.

Answer 1

Andy's final point total in the competition is 38502 points, calculated by adding his Round 2 points of 71014 to his initial points of -32012 and then subtracting the 500 points he lost in the final round.

Step-by-step explanation:

The student is requesting to solve a numerical equation to find Andy's final point total in a competition. We need to take the initial score, add the score from Round 2, and then deduct the points lost in the final round. The equation representing the situation is:

Final Points = Initial Points + Round 2 Points - Final Round Points

So for Andy, the calculation would look like this:

Final Points = (−32012) + 71014 - 500

Starting with:

Step 1: Calculating Round 1 and Round 2 sum:

(−32012) + 71014 = 39002

Step 2: Subtracting the points lost in the final round:

39002 - 500 = 38502

Therefore, Andy's final point total at the end of the competition is 38502 points.