Discrete Math 2.3.2 One to One and Onto Functions

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  • Опубліковано 19 жов 2024

КОМЕНТАРІ • 39

  • @toolikagupta7193
    @toolikagupta7193 Місяць тому +1

    This is the best explaination I could get in this time limit ... Really thank you ma'am❤

  • @Mrweeeeeb
    @Mrweeeeeb Рік тому

    For second question its possible to draw a picture .
    Consider ,
    set x and set y
    Y is an function of x
    f(x)=x²
    Take the values of set x as +1,-1,+2,-2 .
    For set y
    we can take 1,4
    Now , -1 ,1 matches with 1 (set y)
    and
    -2,2 matches with 2 (set y)
    Anyways thank you for the information it was vital as I need to complete my syllabus

  • @PlasmateWorld
    @PlasmateWorld 2 роки тому +5

    Hi I think you might forget to add this video to the linear algebra playlist. Also, thank you for the effort and explanation!!!!!

  • @whichdude420
    @whichdude420 6 років тому +4

    that last example is exactly like in my worksheet..tq..much love

  • @jerickosoria5084
    @jerickosoria5084 2 роки тому +1

    Thank you for your explanation, it makes it easier to understand

  • @aurumstinger4479
    @aurumstinger4479 3 роки тому

    I am definitely subscribing to this channel

  • @Kayoooo20
    @Kayoooo20 4 роки тому +2

    A one to one function is one in which each input has a unique output.
    In your explanation, there were two inputs that mapped to the same output.
    Please clarify this.
    Thank you.

    • @flutececi
      @flutececi 4 роки тому +5

      I think that part of the explanation was when she meant that's NOT one to one. The example that showed two inputs mapping to the same output is supposed to be surjective (onto), not injective (one to one)

  • @naimahaq4343
    @naimahaq4343 5 років тому +5

    thank you for your videos , i really love math after saw it

  • @chasemarangu
    @chasemarangu 3 роки тому +1

    Thanks for teaching me the terminology! found this video helpful lol

  • @urikajereymercado2729
    @urikajereymercado2729 3 роки тому

    what app do you use

  • @deusvult725
    @deusvult725 4 роки тому +2

    What will you do for "onto" if your codomain has more elements than your domain?

    • @SawFinMath
      @SawFinMath  4 роки тому +2

      As long as each element in the codomain is mapped to, it is onto.

    • @toolikagupta7193
      @toolikagupta7193 Місяць тому

      So , if all the elements are mapped for the above case it would be onto function but not one to one function

  • @IcePlays
    @IcePlays 2 роки тому

    Thank you

  • @h1ich
    @h1ich 2 роки тому +1

    Keep going it was really helpful 💕🦋

    • @SawFinMath
      @SawFinMath  2 роки тому +1

      Thanks! Be sure to watch the updated videos!

  • @FaizanKhalidofficial
    @FaizanKhalidofficial 3 роки тому +1

    Helpful. Thank you.

  • @SAM-ol5ip
    @SAM-ol5ip Рік тому

    Very helpful thanks a lot

  • @paranormaledits9526
    @paranormaledits9526 2 роки тому

    Thank you.

  • @NM-se5ql
    @NM-se5ql 4 роки тому +1

    this is pretty well explained :))

  • @chadbardwell3845
    @chadbardwell3845 5 років тому

    umm isnt the example one-to-one? co domain doesnt need all its elements to be mapped back...???

    • @satya2550
      @satya2550 3 роки тому

      Yes it is.
      Number of elements in domain can be less than or equal to number of elements in co-domain.
      So all elements in co domain don't have to be mapped to all elements in domain.

  • @cressongeminipokias7861
    @cressongeminipokias7861 3 роки тому +1

    Thanks, it was really helpful. Can I use your video for our school requirement? Thank you :)

  • @ansri24
    @ansri24 3 роки тому

    thank you so much

  • @BlackCat-ym9yh
    @BlackCat-ym9yh 2 роки тому

    Thank u !😘

  • @Dev_zZ14
    @Dev_zZ14 4 роки тому

    Thanks teacherr

  • @ipadkihsjdk
    @ipadkihsjdk 3 роки тому

    Wts a codomain?

    • @dominicclark3774
      @dominicclark3774 3 роки тому

      depends. its always a y value, but you could have a codomain element, (small y) or the full set of small y's, which is Y (set Y). Set Y has an actual name is this situation, nd that actual name is the CODOMAIN. you get all your small y's or individual y elements by applying the function rule/equation to the DOMAIN, or all the small x values. remember the function/ equation is a MACHINE than runs all the x elements (domain) through it, to get all the small y's (set Y/ CODOMAIN)

    • @toolikagupta7193
      @toolikagupta7193 Місяць тому

      For simplicity .... The b set (or) the second circle in which elements are written ... That is co-domain😅😅😅

  • @RidwanurRahmanextreme
    @RidwanurRahmanextreme 5 років тому +1

    ❤❤❤❤❤❤❤❤❤❤❤❤❤❤❤❤❤❤❤

  • @sarahju4524
    @sarahju4524 4 роки тому

    I love you

  • @femaledeer
    @femaledeer 4 роки тому +1

    this is very poorly explained

    • @SawFinMath
      @SawFinMath  4 роки тому +4

      Sorry you feel that way.

    • @ericplz7420
      @ericplz7420 4 роки тому

      ???
      This was very well explained...
      maybe you are slow zzzz

    • @siuuuuuu-rs8ez
      @siuuuuuu-rs8ez 3 роки тому

      @@SawFinMath dont listen to them you are amazing at what you do. Keep up the good work

  • @sweetymalhotra5180
    @sweetymalhotra5180 2 роки тому +1

    Hello maam do you have any social media handles to be in touch

    • @SawFinMath
      @SawFinMath  2 роки тому

      I don't have any public social media handles at this time.

  • @mejiagrey830
    @mejiagrey830 4 роки тому

    Thank you