In the previous post we covered the basic derivative rules (click here to see previous post). We are now going to step up a bit to differentiate products & quotients. Functions involving products and quotients seem more complex, but once you follow the derivative rules it’s straightforward. Start by identifying the different components (i.e. multipliers and divisors), derive each component separately, carefully set the rule formula, and simplify.

Product rule: (fg)’ = f’g + g’f

Quotient rule: (f/g)'=(f'g+g'f)/g^2

Let’s start with an example using the product rule, (click here):

Here’s an example using the quotient rule (click here):

Until next time,

Michal

This comment has been removed by the author.

ReplyDeletehow to solve chain rule partial derivative in two variables ?

ReplyDeletepartial derivative for 3X^2+2y+x

ReplyDeleteby x is 6x+1

by y is 2

This comment has been removed by the author.

ReplyDeleteBefore we get down to the real topic we should first be aware of what is are High School Diploma and General Education Development (GED).college papers to buy

ReplyDeleteBeen searching for such an astonishing web diary like this for a long time.

ReplyDeleteCareer

click here

ReplyDeleteIn the good old days, people had unique ways to calculate things. Items and objects like leaves, sticks, and even beans were made use of largely for calculation purposes. guarantor loans

ReplyDeleteAnd to add to this, in the overdue nineteenth century, social Darwinism replaced environmentalism as the major causal explanation for those individuals with disabilities who deviated from those of the general population. nursery

ReplyDeleteThis comment has been removed by the author.

ReplyDeleteThanks for sharing this article here, guys. You are doing a great thing.

ReplyDeleteI love Mathematics1thanks for sharing

ReplyDeleteOutstanding PICOT question paper

Philosophy papers

Essay Papers

Research Papers

Research papers

Nursing papers

Health Promotion Papers

Argumentative Essays

Nice post! This is a very nice blog that I will definitively come back to more times this year! Thanks for informative post. mock exam cfa level 1

ReplyDeletePositive site, where did u come up with the information on this posting?I have read a few of the articles on your website now, and I really like your style. Thanks a million and please keep up the effective work. A Best Pro

ReplyDelete