Aromātai (complex solution)
\theta _{x}=n^{-0.5}\theta \text{ and }n^{-0.5}\theta =\frac{7}{12}
Whakaoti mō θ_x
\theta _{x}=\frac{7}{12}\approx 0.583333333
\theta =\frac{7\sqrt{n}}{12}\text{ and }n>0
Whakaoti mō θ
\theta =\frac{7\sqrt{n}}{12}
\theta _{x}=\frac{7}{12}\text{ and }n>0
Pātaitai
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\theta _ { x } = \frac { \theta } { \sqrt { n } } = \frac { 3.5 } { \sqrt { 36 } } =
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