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Which expression is a cube root of -2?
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\[\sqrt[3]{2}(\cos(60)+isin(60))\]
\[\sqrt[3]{2}(\cos(120)+isin(120))\]
\[\sqrt[3]{2}(\cos(260)+isin(260)\]
\[\sqrt[3]{2}(\cos(90)+isin(90))\]
|dw:1425442770456:dw|
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HI!!
hi
the real cube root of \(-2\) sits right on the real axis the other two divide the circle up in to 3 parts
with the real cube root of two as one of them of course 3 parts because it is the cubed root it should be clear from the picture what the angles are
okay, so the angles are 60, 180, and 300?
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yeah
although adults use radians, not degrees, but whatever
does that mean it's the first option?
yes
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