Standard, Vertex and Intercept Form
Factoring
Square Roots
Complete the Square
Quadratic Formula
100
Find the vertex of y=2x^2-8x+6
What is (2,-2)
100
Factor the expression y=x^2-9x+20
What is (x-4)(x-5)
100
Simplify: √4/√81
What is 2/9
100
Solve: x^2-8x+16=25
What is x=-1,9
100
Solve using the quadratic formula: 25x^2-18x=12x-9
What is x=3/5
200
Find the vertex and axis of symmetry of y=-1/4(x+2)^2+5
What is Vertex= (-2,5) AOS= -2
200
Factor the expression z^2-26z+169
What is (z-13)(z-13)
200
Solve:3x^2+5=41
What is x=±2√3
200
Find the value of C that makes it a perfect square trinomial: x^2+16x+C
What is C=64
200
What is the discriminant: 4x^2-10x=2x-9
What is -12^2-4(4)(9)
300
Write in standard form y=2(x+3)(x-1)
What is y=2x^2+4x-6
300
Factor the expression 5x^2-17x+6
What is (x-3)(5x-2)
300
Simplify: √10*√15
What is 5√6
300
Solve by completing the square: 2n^2-4n-14=0
What is n=1±2√2
300
Find the discriminant and give the number and type of solutions to the equation: 3x-5x^2+1=6-7x
What is Discriminant=0, One real solution
400
Find the minimum value of y=3(x-3)^2-4
What is min=-4
400
Find the value of x given the area of the rectangle, A=30, and the side lengths of 3x+1 and x
What is x+3
400
Simplify: (√2/4+√5)*(√5/√5)
What is √10/9
400
Write in vertex form:y=x^2-3x+4
What is y=(x-3/2)^2+7/4
400
Find the discriminant and solutions: 3r^2-8r-9
What is discriminant=172 Solutions: x=8±2√43/6
500
Find the vertex, axis of symmetry, and minimum of maximum value of y=-4(x+6)^2-12
What is Vertex= (-6,12) AOS=-6 Max=12
500
Solve for x 2x^2-4x-8=-x^2+x
What is x=-1,8/3
500
Solve: 3x^2+7=79
What is x=±2√6
500
Find the max height: y=-16t^2+96t+3
What is Max=147
500
Solve using the quadratic formula: 4x^2+3=x^2-7x
What is x=-7±√13/6
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