Added: 3 years ago
From: patrickJMT
Views: 25,302
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  • AHH ! this was perfect !. Thank you so much , :)

  • すっごくわかりやすかったです!うちの学校にきてほしいです。

    日本語ですいません(汗

  • @izumilovesyou 私はあなたを助けることができたことをとても幸せです!私は行進­の最後に再び東京を訪問する可能性があります。あなたが私を見れ­ば挨拶!

  • @patrickJMT あなたは日本語を話すかあなたはアメリカ?

    

  • Thanks :) .I understand you more than my teacher :'33

  • I want you.

  • this video is great... you really help people like me :)

    im just practicing ALGEBRA right now.. Keep up the good work and upload more and teach us some techniques for us to understand the TOPIC ^^

  • what types of roots?

  • Thank you for explaining this in a video my teacher goes to fast.

  • You're HOT!!!!

  • Thank you!!!

  • @SpEEdHackEr101 no problem : )

  • @patrickJMT living in hk right now, and you made more sense than my chinese math teacher. thanks

  • I like ur handwriting lol

  • surely if b^2 -4ac = 0 you get a repeated root, ie 2 roots of the same value

  • you saved me 2000$

  • @dajakesta1234 great! now you can send $100 donation to me : )

  • @patrickJMT im not old enough to have my own bank acc

  • @dajakesta1234 then it probably was not your $2000 : )

  • @patrickJMT i am taking kumon now im 10 and i reached L . do you have videos about simple calculus?

  • I. LOVE. YOU. 

  • What happens if its positive? What will.be my solution?

  • Sooo thats it? That's the answer?

  • What happens after that?

  • can u make videos on these. carry out the process of completing the square for a quadratic polynomial ax 2 + bx + c, and use this form, e.g. to locate the vertex of the graph of y = ax 2 + bx + c or to sketch the graph; • find the discriminant of a quadratic polynomial ax 2 + bx + c and use the discriminant, e.g. to determine the number of real roots of the equation ax 2 + bx + c = 0; • solve quadratic equations, and linear and quadratic inequalities, in one unknown;
  • You helped me with my algebra final :) thanks

  • hey for a function Fg(x)=x has two equal roots, what discriminant do you use and why??

  • What if it's even. Wouldn't u do D/4=b/2^2- 4ac.

  • wellgot this type of question wrong today

  • determine all the all the zeros of the fifth degree equation x^5-3x^4-5x^3+15x^2+4x-12

    how can i solve it?/

    thnx.

  • Thanks alot , really great explanation and discription..

  • Thanks, this helped me.

  • lets say my equatinos is

    y = 2 x Squared + p x + 8.

    how do I work out what p is?

  • Find the set of values of K for which the equation

    2x^2 + kx + 2 = 0 has no real roots

    AND

    find the range of values of K for which the equation x^2 + 5x + k=0 has one or more real roots.

    How do i tackle these types of question where it's not as straight foward as substituting the discriminant part of the equation?

  • Hi Sir, err...may I know how these discriminants related to conic sections? I mean like hyperbola... thanks Sir.

  • then why do we use the -b+divide b2-4ac/2a

    where do use 2a?

  • @joethn -b over 2a is the axis of symmetry of the quadratic graph.

  • I am unable to solve a question..

    it goes this way..

    2(x squared) +kx + 3=0

    pls link me to the video in which u have solved it if possible......thnx in advance

  • @mubbu100 you use the b^2-4ac = 0, meaning that there would be only one real solution. Plug in 2 for a, K for b, and 3 for c. Then you'll notice that k^2 - 24 = 0. solve the equation, k^2 = 24; and k = plus or minus square root of 24.

  • Thanks for uploading this video help me on my homework that my teacher didn't cover in class.

  • Thank you so much. It's so easy to understand the purpose of D thru your video. Well done!

  • oh, its you again. LOL i just watched your other tutorial about quad eq (completing the square) and i really understood it more. thanks!!! =)

  • For the no real soulutions woud it also consider be 2 imaginary solutions?

  • @CutieJulie15 yep, that is correct.

  • @CutieJulie15 Yes immaginary numbers can consist for ones with no solutions

  • Thank you very much! You have some very lucky students.

  • ur a good teacher!! i have an exam tommorow and im watching all ur videos to remind me of everything

  • thank you very much that really helped. i have a pre public tomorrow and i hope i pass!!!!

  • thanks for the vid still dnt get it but thanks

  • super nice!!

  • nice videos :) all very helpful. and ure numbers are very neat btw :P good job. what grade do you teach?

  • Hi i am a 10th grader i wanted to say thaank you. You made this simple for me to understand this. It would be awsome to have you as a teacher : )

  • if it says it has equal roots does that mean 1 solution ???

    can u plz answer me ........

  • @ayooty93 yes

  • It means it has two solutions which are the same. It´s a repeated root

  • thank u ur a life saver.... can really explain how right now in a hurry to get this on paper

  • I couldn't help but noticing but when you substituted b^2 for -2 it simplified to 4. Why 4 ? shouldn't b^2 simplify to -4?

  • nope when you have brackets on it, it becomes positive. If he omitted the brackets, then you'd be right. He was right to keep the brackets.

  • and by the way, to explain futher, the REASON for that is because -2*-2 = positive 4 whereas if there is no bracket it means 2 x 2 x -1

  • i dunno why i didnt think to look for help with maths on here before - this has been a great help, thanks =D

  • Nice job.just could you should a isqrt equation sometime.or a square root the doesn't have a whol number.I have used your vids for everything know and grades have moved from ds to as on quizzes

  • your voice turns me on dannnngggg

  • ew..

  • you have a cute hand ;))))

  • I'm from colombia, I don't speak english very well, but this explantion is perfect....thanks a lot.

  • What are you talking about?

  • tests they take in england i think

  • my teacher went over this for like a week and i didnt know what she was talking about and i watch this video for like seven minutes and i understand....YOUR AWESOME

  • THANK YOU!

  • i wish u were my teacher

  • move to austin

  • @patrickJMT Texas or austin minnesota?

  • @kaneisbeastly texas

  • @patrickJMT Autsin lives down the block? He goes to the same School District so i dont get really what you mean by that . . .

  • yea thinX ..now i can explaine for my class tommorwo

  • Thanks! You explained it very easily to me.

  • do you teach grade 11 math too?

  • no, no high school for me!

  • What do you mean? This is ninth grade math that you are doing right here!

  • well then it helps 9th graders doesnt it?

  • 10th graders! :p

  • if i would have found your videos at the beginning of the semester i would have done sooooooo well. now ill just do really well in the exam

  • cheers dude. that sorts out question 10 on this past paper im doing. im sure ill remember this stuff now. also if i have a question on this sort of maths would you be able to do a video on how to work it out because my teachers at school arnt all that good.

  • :D

    yay math videos! haha

    hey i was wondering if you had any videos about imaginary numbers? like when the discriminant is a negitive number. we were learning about in class and i was at a total loss haha. i looked for it, but couldn't find one :/

  • I've seen the videos that he has for normal quadratic equations, and you'll find soultions that are like "x = (+/-)(1 (+/-) √-15) / 4".

  • thank you so much! i have a test coming up and i have no idea what my teacher was talking about. it makes so much more sense now!

  • Thank goodness for youdude. Got a maths exam on Monday and I was freaking out cos I never understood this ay. But now I do. SWEET!

  • perfect! good luck on the exam!

  • yaaay i understand..... im going to sub great vids

  • just done this today in lecture !!!

  • i was going to say "o my gosh thank you" but someone else has already said it. so ditto! i am in my first year of college and takin precal. i forgot all about this. thanx for posting it. you explained it really well. great job

  • Great videos, thanks for them! They'll be very useful during my A-Level course :)

  • happy to help!

  • oh my gosh-

    Yay for this video

    Thanks.

  • yea! it was made just for you : )

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