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How do you solve a negative square root? - Answers

Mathematics has created an identity, i2 such that i2 = -1.The set of numbers whose squares are negative real numbers are called imaginary numbers. Members of this set are, for example √-11, √-36.In general, a member of this set is √-n2 where n is a real number.To solve a negative square root, then :√-n2 Ξ √(n2 x -1) Ξ √n2 x √-1 Ξ ni where i = √-1EXAMPLE : Solve √-16, then √-16 = √(16 x -1) = √16 x √-1 = 4i



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How do you solve a negative square root? - Answers

https://math.answers.com/math-and-arithmetic/How_do_you_solve_a_negative_square_root

Mathematics has created an identity, i2 such that i2 = -1.The set of numbers whose squares are negative real numbers are called imaginary numbers. Members of this set are, for example √-11, √-36.In general, a member of this set is √-n2 where n is a real number.To solve a negative square root, then :√-n2 Ξ √(n2 x -1) Ξ √n2 x √-1 Ξ ni where i = √-1EXAMPLE : Solve √-16, then √-16 = √(16 x -1) = √16 x √-1 = 4i



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https://math.answers.com/math-and-arithmetic/How_do_you_solve_a_negative_square_root

How do you solve a negative square root? - Answers

Mathematics has created an identity, i2 such that i2 = -1.The set of numbers whose squares are negative real numbers are called imaginary numbers. Members of this set are, for example √-11, √-36.In general, a member of this set is √-n2 where n is a real number.To solve a negative square root, then :√-n2 Ξ √(n2 x -1) Ξ √n2 x √-1 Ξ ni where i = √-1EXAMPLE : Solve √-16, then √-16 = √(16 x -1) = √16 x √-1 = 4i

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      Mathematics has created an identity, i2 such that i2 = -1.The set of numbers whose squares are negative real numbers are called imaginary numbers. Members of this set are, for example √-11, √-36.In general, a member of this set is √-n2 where n is a real number.To solve a negative square root, then :√-n2 Ξ √(n2 x -1) Ξ √n2 x √-1 Ξ ni where i = √-1EXAMPLE : Solve √-16, then √-16 = √(16 x -1) = √16 x √-1 = 4i

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