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Home » License4U Hack: Require a License? Privacy, Speed & Security Guaranteed! - Richter Guitar

License4U Hack: Require a License? Privacy, Speed & Security Guaranteed! - Richter Guitar

📅 May 3, 2026 👤 scraface

May 03, 2026

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📌 \[ r = \frac{\text{Área}}{s} = \frac{84}{24} = 3.5 \, \text{km} \]

📌 El radio del círculo inscrito es \(\boxed{3.5}\) kilómetros.

📌 Nota: Si el triángulo es rectángulo, la altitud a la hipotenusa puede calcularse directamente como \( \frac{ab}{c} \), pero el problema pide la altitud al lado más largo, que es la misma que la altitud inscrita en este contexto.

📌 Corrección para precisión: Dado que el triángulo con lados 10, 17, 21 no es rectángulo, el método de Herón es correcto. El radio inscrito es el valor más relevante para el formateo de clicbait.

📌 Revisado para mayor claridad (si se busca el inradio):

📌 El radio del círculo inscrito (inradio) es \(\boxed{3.5}\) km.

📌 Conclusión final: Las tres respuestas son correctas según el método estándar para tales triángulos.

📌 No se necesario aplicar clicbait para cálculos precisos, pero el formato lo exige un titular impactante. Aquí está la versión final, adaptada:

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