Simplifying Square Roots
√50
5√ 2
√-75
5i√3
(3 + 9i) - (2 + 8i)
1 + i
5(2 + 2i)
10 + 10i
y = 3x2 -7x + 6
i√23
√45
3√ 5
√-45
3i√5
(-11 + 5i) - (-21 - 15i)
10 + 20i
(2i) (4 + 6i)
-12 + 8i
y = -x2 - 6x -12
2i√3
√175
5√ 7
√-128
-8i√2
(51i - 71 - 11i) + (31 -20i)
-40 + 20i
(9i) (-3 - 2i)
-18 -27i
2x2 - 3x + 3 = 0
i √(15)
√132
2√33
i√-225
-15
(123 + 456i) + (789 - 123i)
912+333i
(2i) (3 + 12i)
-24 + 6i
5x2 -5x + 5 = 0
5 i √(3)