Completing The Square (3 of 3) | ExamSolutions Maths Made Easy

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  • Опубліковано 25 січ 2025

КОМЕНТАРІ • 14

  • @opalesti
    @opalesti 5 років тому +12

    Thank youfor your efforts, but example 1 and 2 are confusing because in the first one you have kept the 5 inside the brackets and you have changed the sign to negative, otherwise in example 2 you have got the 5 outside the brackets and you didn't make any change with it in the sign even if you have got the ( -2 from the function and divided it to all the function except the 5 ). so, please can you describe me this situation. Thank you again

  • @lucysmith7383
    @lucysmith7383 4 роки тому +1

    Hi Examsolutions, I understand everything except whether you keep the c term in the square bracket or not. E..g in your example 4+10x-x^2 I kept the -2 outside the square bracket so i didnt multiply it out when removing the square brackets. My final answer for that question was 21- (x-5)^2 Please can you explain why in some examples you put c in the square bracket but in some you do not. Thanks

  • @johnlynch9940
    @johnlynch9940 5 років тому +1

    Hi Stuart. Just wanted to say thank you for everything your videos have really helped me! If it wasn’t for you I’d be struggling in maths but now I’m on track for an A* :)
    Just wondering, will you be uploading a tutorial for proof by contradiction? Many thanks

    • @ExamSolutions_Maths
      @ExamSolutions_Maths  5 років тому +2

      Thank you and for any support you give in return.
      This is all I have done so far on proof www.examsolutions.net/a-level-maths/edexcel/pure-maths-a-level-tutorials/#proof
      Best wishes for that A*
      Stuart

  • @mariehill6547
    @mariehill6547 5 років тому +1

    Hi, just a quick question, when we want to prove a function is increasing eg. f(x)= x^2 -6x+36 why do we state that x^2 is greater than or equal to 0, therefore f(x) is increasing? I don’t understand why we do this for proof as well (where we state that x^2 is greater than or equal to 0).
    The question is prove that for all real values of x, (x+6)^2 is equal to or greater than 2x + 11.

    • @hayazeedan
      @hayazeedan 5 років тому

      Taylor Shill
      www.examsolutions.net/a-level-maths/edexcel/pure-maths-a-level-tutorials/#proof check this one out

  • @stefanabreu
    @stefanabreu 3 роки тому +1

    Could you please respond to @HENDIOV question below please

  • @louise1021
    @louise1021 4 роки тому

    Why is it -4 in the second to last but +1 in the last one? Why did the sign not flip in that last one?

    • @ExamSolutions_Maths
      @ExamSolutions_Maths  4 роки тому +1

      That's because I left it out of the the bracket rather than inside as the one before last did.

    • @louise1021
      @louise1021 4 роки тому

      ​@@ExamSolutions_Maths Could you have done that for both of them?

    • @ExamSolutions_Maths
      @ExamSolutions_Maths  4 роки тому

      @@louise1021 Yes I could have done. Just demonstrating different ways of getting to the final result. I hope that helps.

  • @paulshelley7664
    @paulshelley7664 5 років тому

    surely in the first example we don't want 16 so wouldn't it be correct to make it plus 16 so when multiplied by the minus sign it would disappear? in your example we added 16!!

  • @feero9680
    @feero9680 5 років тому

    My question wants in the form (ax+b)^2 +c . How do i do that?