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The Quadratic Formula
Complex Numbers
Systems of Linear and Quadratic Equations
Simplifying Radicals
100
***BONUS DOUBLE POINTS*** What is the solution for the following equation using the quadratic formula? 2x²-x=4
x=(1±√33)/4
100
How do you write √-5
i√5
100
"Systems of Linear and Quadratic Equations" means that we will be graphing a _______ equation and a _________ equation.
"Linear" and "Quadratic" or a "Line" and "Parabola"
100

sqrt(4)

+-2

200
What is the solution for the following equation using the quadratic formula? -2x²+7x = 6
x=(-7±√1)/-4
200
How do you write √-18
3i√2
200
***BONUS DOUBLE POINTS*** "In what section do we start talking about systems
Section 3.1 Solving Systems Using Tables and Graphs
200

sqrt(54)

+-3sqrt(6)

300
What is the solution for the following equation using the quadratic formula? 6x²-2x + 5 = 0
x=(2±√-116)/12
300
Simplify the following expression: (3-i) + (5-2i)
(8-3i)
300
Systems of Linear and Quadratic functions can have between how many solutions?
No Solutions, One Solution, and Two Solutions
300

sqrt(-64)

+-8i

400
What is the solution for the following equation using the quadratic formula? x²=-3x-5
x=(−3±√-11)/2
400
Simplify the following expression (4+2i) - (3+5i)
(1-3i)
400
What are the solutions for the following systems y=-x²+5x+6 { y=x+6
(0,6) and (4,10)
400

sqrt(-32)

+-4isqrt(2)

500
What is the solution for the following equation using the quadratic formula? x²+3x+5=0
-20/8 or -2.5
500
Simplify the following expression: (-2 - √-9) - (7 - √-1)
(-9-2i)
500
What are the solutions for the following systems x²+x+y=6 { -3+y=x
(1,4) and (-3,0)
500

sqrt(-80)

+-4isqrt(5)