Which is the best standard-form representation of the following Argument from Principle?
There's nothing wrong with using other people's property as long as your use doesn't cause them any unhappiness. So, using your neighbor's wi-fi internet without their permission isn't wrong, because it doesn't cause them any unhappiness.
A) 1) Using other people's property without their permission is wrong.
2) Your neighbor's wi-fi is their property.
Therefore, using your neighbor's wi-fi is wrong.
B) 1) Using your neighbor's wi-fi without their permission is not morally wrong.
2) Using your neighbor's wi-fi without their permission doesn't cause them any unhappiness.
Therefore, using your neighbor's wi-fi without their permission is not morally wrong.
C) 1) There's nothing wrong with using other people's property as long as your use doesn't cause them any unhappiness.
2) Using your neighbor's wi-fi without their permission causes them unhappiness. Therefore, using your neighbor's wi-fi without their permission is morally wrong.
D) 1) There's nothing wrong with using other people's property as long as your use doesn't cause them any unhappiness. 2) Using your neighbor's wi-fi without their permission doesn't cause them any unhappiness.
Therefore, using your neighbor's wi-fi without their permission is not morally wrong.

Question

Quizplus · Accepted Answer

The argument is based on the principle that using others' property is acceptable if it doesn't cause unhappiness. Since using the neighbor's wi-fi doesn't cause unhappiness, it concludes it's not morally wrong.

Which Is the Best Standard-Form Representation of the Following Argument