For example: Find each real-number root.
-√36
√-81
-√36
√-81
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for the first 1 it would just be -1 * the number, so -6
The second one you have to use i ( i = √-1) to get 9i
The second one you have to use i ( i = √-1) to get 9i
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You find the square root first then make it negative
-√36= -(6) = -6
The next one is a complex number so you have i
√-81= 9(-1) = 9i
-√36= -(6) = -6
The next one is a complex number so you have i
√-81= 9(-1) = 9i
-
-√36 = -6
√-81 = √(81)*(-1) = 9*√-1 = 9i ....... where i is the imaginary unit such that i^2 = -1
√-81 = √(81)*(-1) = 9*√-1 = 9i ....... where i is the imaginary unit such that i^2 = -1