60. Number six rule states that both premises should not be ___________. a. positive b. negative c. equal d. none

To answer this question, we need to understand what the number six rule is stating. The rule states that both premises should not be something. We are given four options: positive, negative, equal, and none.

Step 1: Let's analyze each option and determine if it fits the criteria of the number six rule.

Option a: positive - This means that both premises should not be positive. This option could potentially be the correct answer.

Option b: negative - This means that both premises should not be negative. This option could potentially be the correct answer.

Option c: equal - This means that both premises should not be equal. This option does not seem to fit the criteria of the number six rule.

Option d: none - This option does not provide any specific criteria for the premises, so it does not seem to fit the criteria of the number six rule.

Step 2: Based on our analysis, options a and b seem to be the most likely answers that fit the criteria of the number six rule.

Step 3: However, since the question asks for what both premises should not be, we need to eliminate the options that do not fit this criteria.

Step 4: Option c, equal, does not fit the criteria of the number six rule, so we can eliminate it as a possible answer.

Step 5: Option d, none, does not provide any specific criteria for the premises, so we can also eliminate it as a possible answer.

Step 6: After eliminating options c and d, we are left with options a and b.

Step 7: Since the question asks for what both premises should not be, we can conclude that the correct answer is either option a, positive, or option b, negative.

In conclusion, the correct answer to the question is either option a, positive, or option b, negative.