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https://math.answers.com/math-and-arithmetic/4_x_imaginary_number_x_4_x_imaginary_number_equals_16

4 x imaginary number x 4 x imaginary number equals 16? - Answers

If we let the imaginary number be represented as ( i ), then the equation ( 4 \times i \times 4 \times i ) simplifies to ( 16 \times i^2 ). Since ( i^2 = -1 ), this further simplifies to ( 16 \times (-1) = -16 ). Therefore, the statement ( 4 \times i \times 4 \times i = 16 ) is not correct; instead, it equals (-16).



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4 x imaginary number x 4 x imaginary number equals 16? - Answers

https://math.answers.com/math-and-arithmetic/4_x_imaginary_number_x_4_x_imaginary_number_equals_16

If we let the imaginary number be represented as ( i ), then the equation ( 4 \times i \times 4 \times i ) simplifies to ( 16 \times i^2 ). Since ( i^2 = -1 ), this further simplifies to ( 16 \times (-1) = -16 ). Therefore, the statement ( 4 \times i \times 4 \times i = 16 ) is not correct; instead, it equals (-16).



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https://math.answers.com/math-and-arithmetic/4_x_imaginary_number_x_4_x_imaginary_number_equals_16

4 x imaginary number x 4 x imaginary number equals 16? - Answers

If we let the imaginary number be represented as ( i ), then the equation ( 4 \times i \times 4 \times i ) simplifies to ( 16 \times i^2 ). Since ( i^2 = -1 ), this further simplifies to ( 16 \times (-1) = -16 ). Therefore, the statement ( 4 \times i \times 4 \times i = 16 ) is not correct; instead, it equals (-16).

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      If we let the imaginary number be represented as ( i ), then the equation ( 4 \times i \times 4 \times i ) simplifies to ( 16 \times i^2 ). Since ( i^2 = -1 ), this further simplifies to ( 16 \times (-1) = -16 ). Therefore, the statement ( 4 \times i \times 4 \times i = 16 ) is not correct; instead, it equals (-16).

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