According to the Law of Contradiction:
A. either a statement or its contradictory must be true.
B. a statement and its contradictory might both be true.
C. a statement and its contradictory can't both be true.
D. either a statement or its contradictory must be false.
E. All of the above.
Question 2
According to the Law of the Excluded Middle:
A. either a statement or its contradictory must be true.
B. a statement and its contradictory might both be true.
C. a statement and its contradictory can't both be true.
D. either a statement or its contradictory must be false.
E. All of the above
True-color image of layers of haze in Titan's atmosphere.
true story
The correct statement about hormones-insulin and glucagon
True Friendship
Which of the following statements is true of linkage?
Example of an Explanation of Benefits statement.