Solving Quadratic Equation by Factoring, Algebra 2, 3-4

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  • Опубліковано 8 вер 2024
  • Factor a quadratic equation, if possible.
    Then set each expression in parenthesis equal to 0 and solve for the variable.
    The name and ISBN of the book :
    Algebra 2. McGraw Hill, 2018. ISBN 978-0-007-903990-3
    Link to the book : tusd.learning....

КОМЕНТАРІ • 12

  • @Ifrahtehreem
    @Ifrahtehreem Рік тому +8

    You're a great teacher👍

  • @NightlyStxr
    @NightlyStxr 10 місяців тому +1

    This channel is the only reason I’m passing. Your tricks in math really help. Thank you.

  • @JulesMoyaert_photo
    @JulesMoyaert_photo 7 місяців тому

    I love your calm!

  • @user-wg2xy5qu4s
    @user-wg2xy5qu4s 8 місяців тому

    ure king

  • @intannursyamira2829
    @intannursyamira2829 8 місяців тому

    Please do videos for calculus🥺

  • @maxime9636
    @maxime9636 3 місяці тому

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  • @harrymatabal8448
    @harrymatabal8448 4 місяці тому

    8 or 3

  • @sankarjana4614
    @sankarjana4614 9 місяців тому

    Sir ,how many roots of the equation ----x^2+y^3=6

  • @user-kq3mg5xo5c
    @user-kq3mg5xo5c 11 місяців тому

    Sir please make a video on how to understand word problems

    • @carultch
      @carultch 5 місяців тому

      To understand word problems:
      Step 1: scan the problem statement for all given numbers. Every time you see a number, write it down, with units. Organize your given information by category of given information.
      Step 2: look for hidden numbers, such as numbers written in letters (e.g. three), and terms like "a" or "both" that indirectly imply a number. Organize these in your list of given information.
      Step 3: Write down enough context to tell what each piece of given data means
      Step 4: Identify numbers you don't know, but want to find. Also identify information you'd like to know as an intermediate step, but weren't given. Assign variable names to all unknowns.
      Now you have your groundwork laid. Look for relationships between the given data, and between the given data and the unknowns. Look for words that would imply math operations (such as total for addition and difference for subtraction), as these are clues for what operation should apply. Construct equations based on this information.
      Construct equations until you have as many equations as you have unknowns. A linear system of independent equations (i.e. neither redundant nor contradictory), will have a single unique solution if there's as many equations as unknowns. Non-linear systems can have multiple solutions, and usually only one applies to the word problem.