Simplifying + add/sub
Powers of i
multiplication
division
complex roots
100

(3-6i)+(-3+i)

-5i

100

i12

1

100

(5-7i)(-8+3i)

-19+71i

100

(7-5i)/(4+8i)

(-3-19i)/(20)

100

x2-2x+3=0

1土i√2

200

(2+8i)-(-1-8i)+(2i)

3+18i

200

i75

-i

200
(-8-6i)2​​​​

28+96i

200

(-2-5i)/(1-4i)

(18-13i)/(17)

200

x2+2x+2=0

-1土i

300

√-41

i√41

300

i321

i

300

(-1+i)2

-2i

300

(-2+9i)/(4-2i)

(-13+16i)/(10)

300

4p2+3p+3=0

(-3土i√39)/(8)

400

(√-49)  x  (√-36)

-42

400

i14 x i7 + i21

2i

400

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

13

400

(1-i)/(-6i)

(i+1)/(6)
400

3m2=2m-4

(1土i√11)/(3)

500

(√-40) + (√-90)

5i√10

500

i30 + i31 +i32

-i

500

(5i)(-5i)(-5-5i)

-125-125i

500
(3)/(7-8i)

(21 + 24i)/(113)

500

n2+n=-2

(-1土i√7)/(2)

M
e
n
u