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Home » Choose the positive solution: \( n = rac2002 = 100 \). - Veritas Home Health

Choose the positive solution: \( n = rac2002 = 100 \). - Veritas Home Health

📅 March 1, 2026 👤 scraface

Mar 01, 2026

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📌 \boxed{\frac{1}{2}}

📌 一个圆锥体的底面半径6 cm，顶角（圆点到圆周）为 $60^\circ$。求这圆锥的体积（单位：立方厘米）？

📌 底半径 $r = 6$ cm

📌 圆点角（顶角）$\theta = 60^\circ$，表示顶角为两顶线与轴的夹角

📌 但圆锥顶角为 $60^\circ$通常指**顶点到底边的最小角度**，即**圆点与底面弧中心连线与侧边夹角**，

📌 但更通用误解：若顶角为 $60^\circ$，常被解释为**圆锥的圆周角**，即底面圆的**圆心与两端连线所成角**为 $60^\circ$，即底面圆 Weih отримать $60^\circ$ 的 inequilater wings，

📌 于是底面是等边半径6 cm的圆。

📌 在圆锥中，从顶点到底圆的任意一条生成线长为 $l$，底面半径 $r = 6$，

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\( 10x - 2y = 18 \).
\( 3x + 2y + 10x - 2y = 16 + 18 \),
\( 13x = 34 \),
\( x = \frac{34}{13} = \frac{34}{13} \).
Substitute \( x \) back into the first equation:
\( 3\left(\frac{34}{13}\right) + 2y = 16 \),
\( \frac{102}{13} + 2y = 16 \),
\( 2y = 16 - \frac{102}{13} = \frac{208}{13} - \frac{102}{13} = \frac{...
\( y = \frac{53}{13} \).
#### \( x = \frac{34}{13}, y = \frac{53}{13} \)1. **A cylindrical tank...

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