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	<title>Bootcamp de programación &#8211; SoMangSociety</title>
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	<title>Bootcamp de programación &#8211; SoMangSociety</title>
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		<title>Tipos de Pruebas de Software y su importancia</title>
		<link>https://kr.somangsociety.org/2022/03/07/tipos-de-pruebas-de-software-y-su-importancia/</link>
		
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		<pubDate>Mon, 07 Mar 2022 10:57:01 +0000</pubDate>
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					<description><![CDATA[Pero una vez hecho ese paso en laravel se puede instalar dusk para realizar las pruebas usando chromedriver. A veces, se confunden las pruebas de integración con las funcionales, ya que ambas requieren que varios componentes interactúen entre sí. Las&#8230;]]></description>
										<content:encoded><![CDATA[<p>Pero una vez hecho ese paso en laravel se puede instalar dusk para realizar las pruebas usando chromedriver. A veces, se confunden las pruebas de integración con las funcionales, ya que ambas requieren que varios componentes interactúen entre sí. Las pruebas de integración verifican que los distintos módulos o servicios utilizados <a href="https://postgresconf.org/users/dsfs-dfdsf">https://postgresconf.org/users/dsfs-dfdsf</a> por tu aplicación funcionan bien en conjunto. Por ejemplo, se puede probar la interacción con la base de datos o asegurarse de que los microservicios funcionan bien en conjunto y según lo esperado. Estos tipos de pruebas son más costosos de ejecutar, ya que requieren que varias partes de la aplicación estén en marcha.</p>
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" width="306px" alt="ejemplos de pruebas de software"/></p>
<p>Es una herramienta portátil de código abierto y proporciona pruebas funcionales de varios módulos de aplicaciones web en platformas y browsers. Los tipos de pruebas funcionales o tipos de testing incluyen pruebas unitarias, pruebas de interfaz, pruebas de regresión, además de muchas. En definitiva, los tipos de pruebas de software son vitales para el desarrollo y la mejora de cualquier aplicación de software. Cuando se realizan correctamente, estos procesos pueden mejorar la calidad del producto final, reducir los costos de desarrollo y aumentar la satisfacción del usuario. Las pruebas de código de software son una herramienta indispensable en la gestión de tecnologías de la información.</p>
<h2>Cuándo no se combinan con pruebas planificadas</h2>
<p>Incluye límites máximos, mínimos, interiores o exteriores, valores típicos y valores de error. Un buen conjunto de pruebas debería &#8220;romper nuestra aplicación&#8221; y ayudarnos a entender sus límites. Mientras más características y mejoras agreguemos a nuestro código, mayor será la necesidad de escribir tests para asegurar que nuestro sistema funcione apropiadamente. Generalmente es buena idea realizar pruebas de este tipo ante nuevos lanzamientos y/o refactorizaciones importantes en el código. De modo que si un smoke test falla, significa que hay un grave problema con la funcionalidad de nuestro software.</p>
<p>Muchas veces, cuando trabajamos de manera independiente en proyectos pequeños, no tenemos la necesidad de (o el cliente no cuenta con el presupuesto para) escribir pruebas automatizadas. Para el caso de pruebas de desempeño se puede probar el servicio de creación de estudiantes <a href="https://www.slideshare.net/sivaf14182/">https://www.slideshare.net/sivaf14182/</a> usando<br />
wrk para verificar la cantidad de peticiones que puede recibir. Como pueden observar en el test, se trata de verificar la mayor cantidad de posibilidades<br />
en nuestro caso probe con 2 fechas y sin fecha para verificar que la prueba pase en los 3 casos.</p>
<h2>El soporte para los productos de Server finaliza el 15 de febrero de 2024.</h2>
<p>Un enfoque mano a mano como este le ayudará a reducir los problemas en una etapa temprana y le ahorrará una gran cantidad de costo y tiempo a largo plazo. Anteriormente, los evaluadores pasaban horas probando una funcionalidad particular y aún así nunca obtenían resultados del 100%. Hoy en día, con muchas herramientas de prueba de software inteligentes disponibles, las pruebas se han convertido en una fase completamente nueva.self.</p>
<ul>
<li>Los retrasos en las entregas o los defectos del software pueden dañar la reputación de una marca, lo que provoca la frustración y la pérdida de clientes.</li>
<li>Por ejemplo, se puede probar la interacción con la base de datos o asegurarse de que los microservicios funcionan bien en conjunto y según lo esperado.</li>
<li>En el ámbito de la tecnología de la información, los tipos de pruebas de software juegan un papel crucial en la entrega de aplicaciones de software de alta calidad.</li>
<li>Las pruebas de software se suelen clasificar en pruebas funcionales, pruebas no funcionales, pruebas manuales, pruebas automatizadas, pruebas estáticas y pruebas dinámicas.</li>
<li>Estas pruebas nos ayudan a revisar todas las funciones del sistema y componentes con los que el usuario tiene una interacción directa.</li>
<li>Aunque la velocidad de salida del mercado es importante, hay errores que cuestan millones o desastres en términos de experiencia del usuario sencillos, pero muy costosos.</li>
</ul>
<p>Los tipos de pruebas funcionales incluyen pruebas unitarias, pruebas de interfaz, pruebas de regresión, además de muchas. Blazemeter se utiliza para ejecutar casos de prueba de rendimiento en aplicaciones móviles, API o aplicaciones web para evaluar el rendimiento en cualquier etapa del desarrollo de  la aplicación. Puedes crearate una nueva configuración de prueba obteniendo nuevos datos de Google Analytics e integrándolo.</p>
<h2>Pruebas de regresión</h2>
<p>Las pruebas de software se realizan de acuerdo a ciertas  circunstancias y dependiendo del objetivo o alcance de la prueba que necesitemos realizar, nos enfocaremos más en unas que en otras. Una sesión de pruebas exploratorias no debería exceder de 2 horas, y es necesario tener bien definido el alcance, para ayudar a los evaluadores a centrarse en un área específica <a href="https://www.credly.com/users/sdfsd-gfdg/badges">https://www.credly.com/users/sdfsd-gfdg/badges</a> del software. Si nuestras pruebas pueden iniciarse ejecutando un script desde la terminal, entonces podemos ejecutarlas también usando un servidor de continuous integration o un servicio en la nube dedicado a ello. Estas herramientas pueden monitorear nuestros repositorios y ejecutar nuestro test suite (conjunto de pruebas) cada vez que nuevos cambios sean subidos.</p>
<ul>
<li>Detecta rápidamente los errores y problemas en el rendimiento de su aplicación durante el desarrollo.</li>
<li>Las pruebas automatizadas ofrecen varias ventajas, como una ejecución más rápida, una mayor cobertura de las pruebas, una reducción de los errores humanos y la posibilidad de ejecutar las pruebas en paralelo.</li>
<li>Además de las pruebas de rendimiento, los tipos de pruebas no funcionales incluyen pruebas de instalación, pruebas de confiabilidad y pruebas de seguridad.</li>
<li>¿Es mejor seguir esta práctica en lugar de escribir código y luego hacer el test?</li>
<li>Efectivamente, la ejecución de pruebas se implementa sin pasos de autor formales de prueba.</li>
</ul>
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