Question

Tyrone played 18 holes of golf and had the same score of each of the first 14 holes he did had the same score each of the next four holes his score in the first 14 holes was -42 and his final score was -34 which describes Tyrrell school on each hole

Answer 1

Tyrone had a score of -3 for each of the first 14 holes and a score of 2 for each of the last 4 holes.

Step-by-step explanation:

Tyrone played 18 holes of golf. He had the same score for each of the first 14 holes and then the same score for each of the next 4 holes. His score for the first 14 holes was -42, and his final score was -34. To describe Tyrone's score on each hole, we need to find the score for the last 4 holes. We can do this by finding the difference between the total score for the first 14 holes and the final score.

The total score for the first 14 holes is -42. Since the score for each hole is the same, we can divide -42 by 14 to find Tyrone's score on each hole: -42 ÷ 14 = -3.

Now, let's find the score for the last 4 holes. Since Tyrone had the same score for each of these holes, we can divide the difference between the total score for the first 14 holes and the final score by 4: (-34 - (-42)) ÷ 4 = 2.

Therefore, Tyrone's score on each hole was -3 for the first 14 holes and 2 for the last 4 holes.