Calculating derivatives can be tricky, especially when using the Product and Quotient Rules. Let’s break these down in a simpler way.

1. Product Rule:

   • The Product Rule says that if you have two functions multiplied together, you find the derivative like this: ( (fg)' = f'g + fg' ).
   • It’s easy to make mistakes with signs and how you organize the terms.

2. Quotient Rule:

   • The Quotient Rule deals with two functions divided by each other. It looks like this: ( \left(\frac{f}{g}\right)' = \frac{f'g - fg'}{g^2} ).
   • This can get confusing because there are a lot of parts to remember.

To get better at using these rules, practice is key. Break down each part step by step. This will help you understand and master these ways of finding derivatives!