Question:
For each of five models of computer—Models V through Z—the table shows the model's scores on each of three performance tests (Tests A, B, and C). When the table is sorted by a particular test, the models are listed in order of performance on that test, with the best performances at the top.

Test
X 10,068 87 68
W 9,675 104 82
Y 8,369 121 103
Z 7,667 130 93
V 6,970 119 87

For each of the following performance tests, select Greater scores are better if greater numerical scores on that performance test indicate better performance. Otherwise, select Greater scores are worse.

Test A: Greater scores are better | Greater scores are worse
Test B: Greater scores are better | Greater scores are worse
Test C: Greater scores are better | Greater scores are worse

Answer:

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I can't find this question anywhere online. Wondering if anyone have tried and can explain the reasoning?

In The Following Table,
Test scores are in descending order, from best model to degrading test model.

Where The higher the score, The better is the model.
Test A is on the top of list.
So, the test where the greater the score the better the test is Test A.

In Test B and C, X is on the top of the list and didn't score greater in both the test, so Test B and C represent that the greater score is the lesser the quality of the model.

Hence,
Test A: Greater scores are better
Test B: Greater scores are worse
Test C: Greater scores are worse

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