Writing Equations for Parabolas

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  • čas přidán 24. 04. 2021
  • Working with parabolas doesn't have to be difficult! In this video, I show you how to write an equation in vertex form for parabolas!
    If you find this video helpful, please like and subscribe!

Komentáře • 33

  • @YourFav.AlishaXX
    @YourFav.AlishaXX Před 2 měsíci +5

    This helped me a lot. I was stuck on my homework for more than 30mins until I saw this video. Thank you!!

  • @user-cl8jq3th4e
    @user-cl8jq3th4e Před 3 měsíci +7

    This explanation makes me understand than my teacher taught me in the classroom

  • @MrDraw-od9og
    @MrDraw-od9og Před rokem +6

    Love you straight up❤
    You know your doing something right when a straight man says he loves you

  • @melodyrichardson5051
    @melodyrichardson5051 Před 7 měsíci +2

    This is so helpful! I'm a visual learner, and it makes so much more sense than typical math lectures. Thank you!

  • @albertdoka
    @albertdoka Před dnem

    Why is it so easy now? Thanks alot

  • @kingwizardchief4250
    @kingwizardchief4250 Před 9 měsíci +1

    You understand how everyone learns, I understand everything you just taught me thank you gangyyy

  • @inotshadow_
    @inotshadow_ Před 6 měsíci +1

    Thanks man! you explained it better than I could've ever imagined.

  • @Octopy7
    @Octopy7 Před 5 měsíci +1

    Thank you so so so so much!! You explained it much better than my math teacher, I need help with my algebra homework.

  • @peachydubu9755
    @peachydubu9755 Před 9 měsíci +4

    you are literally so helpful tysmm

  • @Kalebplayz15
    @Kalebplayz15 Před 5 měsíci +2

    This is so much simpler than the quadratic formula 😅

  • @cassandra1799
    @cassandra1799 Před rokem +1

    I was confused at first, but listened and this actually helped, thanks

  • @maryhancock13
    @maryhancock13 Před 9 měsíci +1

    Your explanation is so easy to follow, thank you!

  • @eanale
    @eanale Před rokem +4

    This was so helpful! Thank you for this

  • @yazeedhany8141
    @yazeedhany8141 Před 8 měsíci +1

    Thank you so much, I like your way of explaining.

  • @brothermaan6239
    @brothermaan6239 Před rokem +2

    EXCELLENT you know your stuff well prepared plus entertaining how you explain🔥

  • @cain1830
    @cain1830 Před 2 měsíci +1

    Outstanding!

  • @senyamallawaarachchi5486
    @senyamallawaarachchi5486 Před 3 hodinami

    Thanks🥹. You explained it better than my tutor. She made all the things complicated. Thanks a lot again 😭😭

  • @DanielSuafia
    @DanielSuafia Před 2 měsíci +1

    Really understand that ..thankyou so much..

  • @hectorvaatstra2167
    @hectorvaatstra2167 Před 10 měsíci +1

    perfect exactly what i needed

  • @margaritawlodarczyk5784
    @margaritawlodarczyk5784 Před 11 měsíci +1

    Very well explained , thank you😊

  • @haggistheman1525
    @haggistheman1525 Před rokem +1

    This was perfect. Thanks man.

  • @curtpiazza1688
    @curtpiazza1688 Před rokem +2

    Excellent! ❤

  • @alpal3394
    @alpal3394 Před 5 měsíci +1

    Thank you freaking genius

  • @glockforce
    @glockforce Před 6 měsíci +1

    Newbie Question, on the X axis why does the graph sheet show negative numbers to the left for each unit? I see -5 for 5 units to the left and -10 the last unit to the left. When you move the vertex to the left you add?
    And the opposite for the right. You have positive numbers on the graph sheet to the right +5 and +10, yet when you move the vertex to the right you subtract. It’s a bit confusing to me.
    Thank you for the video!

    • @numberninja
      @numberninja  Před 6 měsíci

      I think I understand your question...
      It's all because the general equation for a parabola has x minus the shift to the right. So when we shift to the right it makes the equation look like it is subtracting from x. For example, shifting right 3 units would give us y=(x-3)^2. When we shift to the left, we still subtract but we subtract a negative... which is the same as adding a positive, so it looks like we are adding to x. For example, shifting left 3 units would give us y=(x- -3)^2 which is the same as y=(x+3)^2. Technically, you could keep the double negative in the equation and it wouldn't be mathematically wrong!

  • @vertixty
    @vertixty Před rokem +1

    Thank you so much!

  • @user-yw3bc4td9o
    @user-yw3bc4td9o Před 11 měsíci

    Thanks so much for helping me although I'm not good in mathematics but this video really helped me understand how to form a parabolic equation ❤🙏

    • @jonahlewis9925
      @jonahlewis9925 Před 9 měsíci

      most of the time its called a quadratic equation jsyk its the same

  • @abdoelgamed2661
    @abdoelgamed2661 Před rokem

    Shouldn't the last equation be like y=2(x-3)*-4?

    • @numberninja
      @numberninja  Před rokem

      Actually, having x-3 in parentheses will shift the parabola to the right. In order to shift it to the left, we would need x+3 in parentheses!

  • @CountryofAfrica
    @CountryofAfrica Před rokem

    how did you find how much the parabola has been stretched or compressed

    • @numberninja
      @numberninja  Před rokem +1

      Compare the shape of the parabola to the shape of a basic parabola by looking at the pattern of the points. Starting at the vertex of the basic parabola, the next point over is 1 above. The next point over is 3 above. The next point over is 5 above…. etc. If your parabola doesn’t follow that pattern, then there is vertical stretch! Just figure out how far up the next point is and divide it by how far the next point would be up on a basic parabola!

    • @anna-blinks
      @anna-blinks Před rokem +2

      @@numberninja this makes sense, thanks