Algebra 89 - Multiplying Polynomial Functions

[@robin1418]

The best algebra series on KZbin.

[@Groundsquirrel8]

Once again a fantastic video. Thanks.

[@pixelpoweredup]

great

[@poorsuk]

I was waiting for this, thank you =)

[@invalid5777]

Hey Steve Goldman, I've been wondering if you'll do a course on computer science for operating system development. Considering that you made several specifications for technology and revolutionized your field.

[@MyWhyU]

I have often considered doing a course on the fundamentals of computer hardware and software. One drawback is that since the field changes so rapidly, much of the work would become obsolete at some point, unlike Algebra and more advanced mathematical subjects. Once we finish Algebra followed by a short series on Trigonometry, the current plan is to do a Why U series to be called "Physics Without Numbers" which will focus on the theory and concepts in Physics as opposed to rote problem solving in much a similar way to the Why U algebra series. Most physics students tend to get bogged down with the problem solving, plugging numbers into equations, but never really understand where the equations come from. For example, what is the difference between kinetic energy and momentum? They both involve only "m" (mass) and "v" (velocity) so why do we need both? As of today there is nothing like what we are planning on the internet - but there needs to be.

[@invalid5777]

@@MyWhyU Awesome, thanks for the response. I have an another question to ask and that's how do you absorb massive amounts of information? It's impressive seeing how you know so much about different topics. Thanks

[@MyWhyU]

@@invalid5777 If you love absorbing information you will continue to learn your whole life. Every time you expand your knowledge, you expand your consciousness and your universe gets a little larger.

[@farhanabbasi486]

@@MyWhyU i am eagerly waiting for physics concepts to be explained in rigorous way.with due respect increase the frequency of uploading videos.so we can take benefits from your videos.

[@invalid5777]

@@MyWhyU I love learning however, i suck at asorbing anything long term. Could you make a tutorial series about how to become better at learning and asorbing information?

[@droopy_911]

Please don't hurt Schrödinger's Cat, Mr. Professor @13:08

[@MrAADHIKYA]

hey Steve has been a great one week.since i found your channel. this changed the way i look at variables, equations and mathematical objects in general. Mathematics was a bucket of legos which i was too scared to touch. thanks for helping us build such solid foundation. thanks for taking the time to make this happen. im almost coming to the end of the algebra playlist. im thinking of going in this order correct me if any, algebra (mywhyu) calculus1 calculus 2 calculus 3 linear algebra differential equations im good till calc 2, did bit of calc 3 and linear algebra a year ago but a had a long break and after seeing your playlist i understood my foundation was not so strong. the reason im tying this out is i do have resources online to study these subjects just wanted to know what is your plan with the upcoming videos and also it would be great if you could guide me with my plan.

[@MyWhyU]

aadhikya: After we finish the Algebra series will plan on doing a quick overview of Trigonometry and then we plan on starting a series called "Physics Without Numbers" which will cover the conceptual basis of Physics in great depth without focusing so much on problem solving. After all, Physics was the main impetus for the invention of Calculus. Of course Calculus follows Algebra, but both Algebra and Calculus branch off into a number of different areas of study. Some of the most important concepts in mathematics that you should become familiar with are single and multi-variable calculus, infinite series, complex variables, ordinary and partial differential equations, and linear algebra. Depending upon your area of interest, you could then delve into more advanced areas such as abstract algebra, topology, tensor analysis, calculus of variations, and special functions.

[@milestailsprower4555]

(0x^3 + 0x^2 + 0x + 0)^(0x^3 + 0x^2 + 0x + 0) = undefined