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	<title>Azul School | Jonnathan Cuzco | Actividad</title>
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				<title>Jonnathan Cuzco respondió a la discusión Problema con sumas, Módulo 2, Ejercicio 4 en el foro Java</title>
				<link>https://www.azulschool.net/todos-los-grupos/java/forum/topic/problema-con-sumas-modulo-2-ejercicio-4/#post-22918</link>
				<pubDate>Sat, 03 Oct 2020 16:21:47 -0500</pubDate>

									<content:encoded><![CDATA[<p class = "activity-discussion-title-wrap"><a href="https://azulschool.net/todos-los-grupos/java/forum/topic/problema-con-sumas-modulo-2-ejercicio-4/#post-22918"><span class="bb-reply-lable">Reply to</span> Problema con sumas, Módulo 2, Ejercicio 4</a></p> <div class="bb-content-inr-wrap"><p>Gracias por su respuesta, acaba de crear un nuevo proyecto de suma, pero el error persistía. Sin embargo logré encontrar la solución, resulta que mi computador está configurado con el idioma español de España, lo cambié al de Estados Unidos y funcionó perfectamente. </p>
<p>Resulta que en el primer idioma el separador para los decimales es la coma (,) ,&hellip;</p>
<p><span class="activity-read-more" id="activity-read-more-46178"><a target='_blank' href="https://www.azulschool.net/todos-los-grupos/java/forum/topic/problema-con-sumas-modulo-2-ejercicio-4/#post-22918" rel="nofollow">Lee mas</a></span></p>
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				<title>Jonnathan Cuzco inició la discusión Problema con sumas, Módulo 2, Ejercicio 4 en el foro Java</title>
				<link>https://www.azulschool.net/todos-los-grupos/java/forum/topic/problema-con-sumas-modulo-2-ejercicio-4/</link>
				<pubDate>Fri, 02 Oct 2020 20:16:53 -0500</pubDate>

									<content:encoded><![CDATA[<p class = "activity-discussion-title-wrap"><a href="https://azulschool.net/todos-los-grupos/java/forum/topic/problema-con-sumas-modulo-2-ejercicio-4/">Problema con sumas, Módulo 2, Ejercicio 4</a></p> <div class="bb-content-inr-wrap"><p>Saludos, me podrían ayudar con un problema que tengo al realizar una suma con decimales, la cuestión es que al momento de ingresar decimales con un punto por ejemplo: 15.2 me sale error. Adjunto el código empleado, la versión de Netbeans es 8.2</p>
<p>Error: </p>
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" 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" alt="" /><span>Ingrese el primer número:</span></p>
<p>15.2</p>
<p>Exception in thread &#8220;main&#8221; java.util.InputMismatchException</p>
<p>	at&hellip;</p>
<p><span class="activity-read-more" id="activity-read-more-46160"><a target='_blank' href="https://www.azulschool.net/todos-los-grupos/java/forum/topic/problema-con-sumas-modulo-2-ejercicio-4/" rel="nofollow">Lee mas</a></span></p>
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