Added: 2 years ago
From: UMKC
Views: 30,171
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  • Im having an `aha` moment here :P

  • ty

    

  • Fuck Mathematics.

  • this is trippy

  • This stuff gives me a headache...

  • I didn't like college algebra, not one bit. But, I passed it. Thank you, UMKC.

  • Awesome!!! I have a computer science degree and a heavy mathematics background...and the WAY the material is introduced and explained is the BEST I've ever seen!!!!

  • i refuse to stop the tape!!

  • @ARQ911 have you watched lecture 28? if not you should. he starts of a little more basic at explaining things. it might help you understand what he's talking about better.

  • Doug Hauf 36:75

  •  Doug Hauf 29:00

  • Doug Hauf 20:00

  • I don't know.. but I think Delaware beats Sal Khanademy on explaining Math stuff.

  • 'Hit it with a log!"

  • HAS ANYONE GONE THROUGH ALL 40 LECTURES OF THIS SERIES???PLEASE DO MESSAGE ME...I AM SET TO DO IT AND WOULD LOVE TO GET YOUR FEEDBACK...SORRY FOR THE CAPS!!!

  • fyi, the section on Logarithmic functions begins at 24:00

  • Thanks much, UKMC!

  • 22:00 doug hauf

  • god i hate logs

  • im a 10th grader and im in algebra 2 and were doing this!!

  • man,i go to school in houston and 1314 or college algebra is killing me. Is there any substitue like in high school!  Can i take math and money or something like that?

  • is this a required course in college?

  • @ZAN871 Yes. In Every College.

  • delaware and wildberger are the best in the entire world 

  • On 27:57, he says y=log (sub a) x but, why does he says when he substituted x with a^y that log (sub a) a^x = x? Shouldn't it be equals to 'y'?

  • @TheLittleTrickster - It looks like y=log(sub a)X, inverse to x=a^y, are the functions he uses to initially explain this excerpt. But, he then creates two different inverse functions: a^x=x, inverse to log(sub a)X= x, to explain in further detail. I'm sure he would have noticed if it was a mistake once he started talking about the 'x's'.

  • Don't let him fool you. He's very arrogent and rude in the classroom. I had him once. He's an awesome teacher but he sucks as a person.

  • Dude!!! This video is epic!

    Saved my butt for my upcoming exam!!! lol

  • blahblahblah

  • @Taxminia0311

    i liked it

  • great teacher, covers everything in detail!

  • This guy is a great teacher very comprehensive

  • reallyyy helpful video THANK YOU!! :D

  • Thank you sooooooooooooo much!!!!!!

  • hi

    is log1/3 (-x) = - log 1/3 (x)

    so why we have reflected the graph around the y- axis not around the x- axis as we did in the previous example ?????

  • wow, i have this stupid bitch streight out of collage math teacher. she did such a shitty job teaching us this stuff. this guy does a really good job of explaining

  • I relly gud at maths but not for english and the languages i frm southern africa of the south

  • Wow; Making simple concepts so difficult.

  • the reason I failed my College Algebra FInal... I hate my teacher and his challenging questions, hahaha

  • x is used in the exponential function as the exponent, the result f(x) being a number, which can be also called x as the variable of the log function. this is in itself a very simple idea, but using the same variable in the same sentence and the same graph is didactically unsound. it only makes sense for people who have had a lot of experience with exponential and log notation. for the rest of us, your primary audience i hope, it is utterly confusing.

    still, i enjoy your lectures very much.

  • Execellent video! The explanations were extensively concise (oxymoron). Just watching ur videos saves me the cost of a tutor which is $20/hr! I owe you large.

  • 2 thumbs up! Great video! Im definitely coming back!

  • I love your vids. I can't stop watching them!! Thank you!!!

  • geek LOL!

    Just Kidding

  • Sorry, but the way his teaching is really sucks!!!

  • i like it :P

  • I don't think it sucks, I think it's pretty good. Better than most teachers.

  • Just judging by this one lecture I give him a 9 out of 10

  • richard delaware puts the fun in function

  • Hey I'm from India and i found this extremely helpful but i was wondering if you have anything on advanced trigonometric identities..

  • I don't think there are any right now

  • very clear. Thanks a lot!

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