i AM FAILING IN THIS CLASS i DO NOT UNDERSTAND FALLACIES INCONSISTENCIES.i READ MY MATERIAL BUT IT MAKE ME CRAZY

I POST A QUESTION FEW DAYS AGO, 30% OF $1742.00

Please do not write in capitals it is considered to be shouting.

30% of $1742.00

is $1742.00 x30/100 =

In the "language of math," one thing I learned early is that when the word "of" appears in a problem, it's an indication to multiply, just as Ms. Sue and Dr Russ have shown you.

1742.00 x 0.3 = ??

Now -- what do fallacies and inconsistencies have to do with this math problem?

I'm sorry to hear that you're having trouble understanding fallacies and inconsistencies in your class. It can be frustrating when studying a subject that seems difficult to grasp. Let me try to explain how to identify fallacies and inconsistencies, as well as help you with your math question about percentages.

Fallacies are errors in reasoning or logic that can weaken an argument. They are often used to manipulate or deceive others. Some common fallacies include ad hominem attacks, slippery slope arguments, and straw man fallacies. To understand and recognize fallacies, it's important to study examples and familiarize yourself with the different types.

On the other hand, inconsistencies refer to contradictions or conflicts within an argument, theory, or set of beliefs. When analyzing an argument or theory, it's crucial to look for conflicts or contradictions in the information presented.

Now, let's move on to your math question about finding 30% of $1742.00. To solve this, you can use the following formula:

Part = Percentage * Whole

In this case, the percentage is 30% (or 0.3, since percentages can be written as decimals) and the whole is $1742.00.

To find the answer, simply multiply 0.3 by $1742.00:

Part = 0.3 * $1742.00

Part ≈ $522.60

Therefore, 30% of $1742.00 is approximately $522.60.

It's important to note that understanding fallacies and inconsistencies as well as solving mathematical problems can take time and practice. If you're having trouble with your class, consider reaching out to your instructor or seeking additional resources, such as textbooks, tutorials, or online courses, to help improve your understanding.