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Team 1                        Team 2




                         Round 5    Round 7

                          Round 6   Round 8
     Round 1   Round 3

     Round 2   Round 4
Round
                     1

  (-3x)/(x^2-4x)           (3x-6)/(x^2-4x)
       1                         4
  (-3x)/(x^2-4)
       2
(3x+6)/(x^2+4x)
       3
Round
                  2

  It is Odd             It is Neither
     1                        4
 It is Even
    2
It is Neither
    3
Round
                    3

    f(-7)=-26
       1
     g(-1)=-1

  g(2/9)=(2/3)        Opposite angles are
      2
   f(6)=(2/73)           congruent


g(-11)=sqrt(15)
       3
 f(-47)=-6626

Has all properties of a parallelogram
Round
                            4

      Local Min: (2,0)            Decreasing: .7 < x < 2
              1                             4
Local Max. = (.7, 1.2)      Zeros: (0,0) and (2,0)
              2                            5
Increasing: -1 < x < .7
              3
              X>2
Round
                    5

Rate of Change =          Diagonals are
       1
      X+5                 perpendicular


      P=x            It is the only REGULAR
       2
 A(x)=(1/16)x^2                figure


  A(x)=x(50-x)       Has all properties of
       3
Largest area x=25     a parallelogram

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Family feud

  • 1.
  • 2. Team 1 Team 2 Round 5 Round 7 Round 6 Round 8 Round 1 Round 3 Round 2 Round 4
  • 3. Round 1 (-3x)/(x^2-4x) (3x-6)/(x^2-4x) 1 4 (-3x)/(x^2-4) 2 (3x+6)/(x^2+4x) 3
  • 4. Round 2 It is Odd It is Neither 1 4 It is Even 2 It is Neither 3
  • 5. Round 3 f(-7)=-26 1 g(-1)=-1 g(2/9)=(2/3) Opposite angles are 2 f(6)=(2/73) congruent g(-11)=sqrt(15) 3 f(-47)=-6626 Has all properties of a parallelogram
  • 6. Round 4 Local Min: (2,0) Decreasing: .7 < x < 2 1 4 Local Max. = (.7, 1.2) Zeros: (0,0) and (2,0) 2 5 Increasing: -1 < x < .7 3 X>2
  • 7. Round 5 Rate of Change = Diagonals are 1 X+5 perpendicular P=x It is the only REGULAR 2 A(x)=(1/16)x^2 figure A(x)=x(50-x) Has all properties of 3 Largest area x=25 a parallelogram