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How many complex solutions does the equation x3 = 1 have? A) 1 B) 2 C) 3 D) 4
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\[\Large\rm x^3=1\]\[\Large\rm x=\sqrt[3]{1}\]One of these solutions is clearly, \(\Large\rm x=1\). Complex solutions `always` come in pairs. So we either have 0 or 2 complex solutions.
Since zero is not one of your options, that should narrow things down for you, hehe ;)
Oh, and another important note, we always have a number of solutions equal to the degree of x.
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Sure, you can do that. My way works also though..
If this is for Algebra or something, then yes you wouldn't want to approach it the way that I did. I just took a course on complex analysis so it's still really fresh in my mind :3 All these goofy ways you can solve things hehe
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