To answer this question, let's analyze the given information:
- A's quiz score = 80
- A's test score = U's quiz score
- U's test score = A's quiz score
- A's quiz score = U's quiz score - 15
- O's test score = O's quiz score + 20
- O's test score = I's test score + 20
- O's test score = E's quiz score + 40
- I's quiz score = E's quiz score - 10
Given that E's quiz score is 60, we can use the information in statement 8 to find I's quiz score:
I's quiz score = E's quiz score - 10 = 60 - 10 = 50
Now, let's find O's quiz score. From statement 7, we know that O's test score is 40 more than E's quiz score. So, O's test score = E's quiz score + 40.
Since O's test score is also 20 more than I's test score (statement 6), we can set up the equation:
O's test score = I's test score + 20
Substituting the values we know, we get:
E's quiz score + 40 = I's test score + 20
Since we found that I's quiz score is 50, we can substitute it into the equation:
E's quiz score + 40 = 50 + 20
E's quiz score + 40 = 70
Solving for E's quiz score, we get:
E's quiz score = 70 - 40 = 30
Therefore, O's quiz score is equal to O's test score, which is 40 more than E's quiz score:
O's quiz score = E's quiz score + 40 = 30 + 40 = 70
So, the correct answer is option A) 80.