Question

The following equation has four solutions: $100x^4 - 9 = 0$ The two real solutions are $\pm$ and the two imaginary solutions are $\pm i$

          The following equation has four solutions:
$100x^4 - 9 = 0$
The two real solutions are $\pm$
 and the two imaginary solutions are $\pm i$

The following equation has four solutions:
100x^4 - 9 = 0
The two real solutions are ±
and the two imaginary solutions are ± i

Added by Joel H.

Calculus: Early Transcendentals

James Stewart 8th Edition

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Solved by Expert Nick Johnson

02/12/2022

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Step 1: The given equation is 100x^(4)-9=0. Show more…

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The following equation has four solutions: 100x^(4)-9=0 The two real solutions are +- and the two imaginary solutions are +-i The following equation has four solutions: 1004-9=0 The two real solutions are and the two imaginary solutions are i

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The following equation has four solutions: $100x^4 - 9 = 0$ The two real solutions are $\pm$ and the two imaginary solutions are $\pm i$

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