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Home ยป Thus, the number of distinct real roots is \(\boxed3\).Question: Compute $\tan 30^\circ$ in a right triangle with an opposite side of length $1$ and adjacent side of length $\sqrt3$. - AMAZONAWS

Thus, the number of distinct real roots is \(\boxed3\).Question: Compute $\tan 30^\circ$ in a right triangle with an opposite side of length $1$ and adjacent side of length $\sqrt3$. - AMAZONAWS

๐Ÿ“… March 6, 2026 ๐Ÿ‘ค scraface
Mar 06, 2026
Thus, the number of distinct real roots is \(\boxed{3}\).Question: Compute $\tan 30^\circ$ in a right triangle with an opposite side of length $1$ and adjacent side of length $\sqrt{3}$.

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