Weasel words (i.e., words that are unhelpfully vague, such as “possibly” and “reportedly”) should be avoided because they can diminish the clarity and honesty of communication, leading to misunderstandings and a lack of trust. Avoiding these words can enhance the transparency and trustworthiness of your statements.
Try QuillBot’s Paraphraser to find the right words to communicate your message.
In commercials, weasel words like “up to,” “virtually,” and “helps” are often used. These words allow companies to make claims about their product without providing details that could later be challenged.
For instance, “This cream helps reduce the appearance of wrinkles” implies assistance without guaranteeing wrinkle elimination.
Use QuillBot’s Paraphrasing Tool to find ways to express your exact meaning and avoid ambiguous language.
This is an invalid argument because the fact that Maria is not a professor does not necessarily mean she does not have a PhD. Maria might be someone who has a PhD but chose a non-academic career path.
In logic, the term “invalid” describes a type of argument in which the premises do not guarantee the truth of the conclusion, even if all the premises are true. In the fallacy of denying the antecedent, it is possible that the expected outcome could occur without one specific cause being true.
Consider the following example:
If an animal is a bird, then it lays eggs.
This animal is not a bird.
Therefore, it does not lay eggs.
It is clear that this argument is invalid. The animal could be an insect or a reptile or many other animals. The conclusion is not guaranteed by the premises.
If it’s raining (antecedent), then the ground is wet (consequent).
It’s not raining.
Therefore, the ground is not wet.
This argument is clearly faulty because the ground could be wet for many reasons other than rain (e.g., lawn sprinklers). In other words, the conclusion is not solely dependent on the premise.
Post hoc ergo propter hoc is a Latin phrase meaning “after this, therefore because of this.” It refers to the logical fallacy of assuming that because Event B follows Event A, Event A caused Event B. This error is often referred to as the post hoc fallacy.
Affirming the consequent is invalid because it assumes a specific cause for an outcome that can have multiple causes. Consider the formula for affirming the consequent:
If P, then Q.
Q.
Therefore, P.
The above syllogism is fallacious because Q can be true for reasons other than P. The mistake lies in assuming a single cause for an effect or trait.
For example:
If a number is a perfect square, then it is positive.
The correct way to form a valid affirmative hypothetical syllogism is:
If P, then Q.
P.
Therefore, Q.
In this correct form of the syllogism, called modus ponens (or “affirming the antecedent”), the fact that the antecedent (P) is true logically requires that the consequent (Q) is also true.