Multiplying Complex Numbers
Equations of Circles
Midpoint
Writing Equations of Circles
Misc.
100

6(4-12i)

24-72i

100

Identify the center and radius.

x2 + y2=49

Center:(0,0)  Radius:7

100

What is the formula for midpoint?

x sub one plus x sub two over two comma y sub one plus y sub two over two

100

What is the equation of a circle? 

(x-h)2 + (y-k)2 =r2

100

(8-i)2

63-16i

200

4i(18+12i)

-48+72i

200

Identify the center and radius.

(x-14) + (y-2) =4

Center: (14,2)  Radius:2

200

Find the midpoint.

(-4,4) and (-2,2)

(-3,3)

200

Write the formula of a circle with the information below. 

Center: (11,8)  Radius: 4

(x-11)2+ (y-8)2=16

200

(4n+1)(2n+6)

8n2+26n+6

300

(3+2i)2

5+12i

300

Find the center and radius.

x2+ (y+2)2=121

Center: (0,-2) Radius: 11

300

Find the midpoint.

(5,7) and (3,9)

(4,6)

300

Center: (-7,1)   Radius: 15

(x+7)2+(y-1)2=225

300
Find the center and radius.

(x-8)2+(x+3)2=49

Center: (8,-3)  Radius: 7

400

(5-3i)(-8+5i)

-25+49i

400

Find the center and radius. 

x + y + 24x + 10y +160=0

Center: (-12, -5)  Radius: 3

400

Find the other endpoint with the points.

Endpoint: (-9,-2), midpoint: (-6,2)

(-3,6)

400

(x+5)2+ (y+7)2 =36

Translated 5 left, 4 down

(x+10)2+(y+11)2=36

400

(4a+2)(6a2-a+2)

24a3+8a2+6a+4

500

(i)(6i)(4+6i)

-24-36i

500

Find the center and radius.

-6x=-x2 +32y-264-y2

Center: (3,16)  Radius: 1 

500

Endpoint: (-5/6, -1/3), midpoint: (1/2, -1)

(11/6, -5/3)

500

Write the following in standard form. 

8x + 32y + y2 =-263 - x2 


(x+4)+ (y+16)=9

500

Center: (-9,-8)  Point on circle:(-9,-2)


(x+9)2 + (y+8)2=36

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