Complex
Solving Quadratics By Taking Square Roots
Use any method
Solve by Factoring
Solve using Quadratic Formula
100

Simplify:

(4i)+(2i)

What is 

6i

100

Solve the equation by taking the square root : 

x2=9

x = plus or minus 3

100

v2+2v-8=0

2 and -4

100

Solve the Quadratics by Factoring

x2+2x=3

x = -3,1

100

x2 − 4x + 4 = 0

(2)

200

Simplify: 

3sqrt(-144)

What is: 

36i

200

Solve the equation by taking the square root : 

7x2=63

x = plus or minus 3

200

4(x+1)2=16

1 and -3

200

Solve the Quadratics by Factoring 

x2+16=10x

x = 2, 8

200

x2 + 4x + 3 = 0

(-1, -3)

300

Simplify:

(3+9i)-(3+2i)

What is:

7i

300

Solve the equation by taking the square root : 

x2+9=13

x = plus or minus 2

300

x2+2x-24=0

-6 and 4

300

Solve the Quadratics by Factoring

x2-5x+6=0

x = 2 and 3

300

4x2 + 8x + 7 = 4

(-1/2, -3/2)

400

Simplify:

(-2+3i)+(4-3i)

What is:

2

400

Solve the equation by taking the square root : 

(x-4)2-16=0

x = 0 and x=8

400

x2-11x+19=-5

3 and 8

400

Solve the Quadratics by Factoring

6n2 - n=2

n = -1/2 and 2/3

400

x2 − 31 − 2x = −6 − 3x2 − 2x

(5/2, -5/2)

500

Simplify:

(-7-4i)-(-8-9i)

What is:

1+5i

500

p- 5p - 14 = 0

p = -2 and 7

500

2x2 − 7x − 13 = −10

(7+√73 / 4, 7-√73 / 4)

M
e
n
u