{"id":15820,"date":"2024-07-26T21:29:43","date_gmt":"2024-07-27T01:29:43","guid":{"rendered":"https:\/\/www.stg.openenglish.com\/blog\/es\/?p=15820"},"modified":"2024-07-26T21:29:43","modified_gmt":"2024-07-27T01:29:43","slug":"estructura-de-costos","status":"publish","type":"post","link":"https:\/\/www.stg.openenglish.com\/blog\/es\/estructura-de-costos\/","title":{"rendered":"Conceptos clave de una estructura de costos: todo lo que debes saber"},"content":{"rendered":"<p class=\"card-title\">Manejar una estructura de costos y hacer un an\u00e1lisis correcto sobre este punto es una pieza clave en la <a href=\"https:\/\/www.nextu.com\/blog\/administracion-de-empresas-una-nueva-opcion-con-next-u\/\" target=\"_blank\" rel=\"noopener noreferrer\">administraci\u00f3n de empresas<\/a>, que puede determinar su \u00e9xito o fracaso. \u00bfHas escuchado algo acerca de ello? \u00a1A continuaci\u00f3n, abordaremos todo lo necesario sobre este tema! \u00a1Disfruta la lectura!<\/p>\n<p>&nbsp;<\/p>\n<div class=\"card-text\">\n<h2 id=\"que-es-una-estructura-de-costos\" class=\"h2\">\u00bfQu\u00e9 es una estructura de costos?<\/h2>\n<p class=\"paragraph\">Existen diversas formas de discutir este concepto, y no todas las\u00a0empresas\u00a0o expertos se referir\u00e1n a la\u00a0<strong>estructura de costos<\/strong>\u00a0de la misma manera.<\/p>\n<p class=\"paragraph\">Y, es que, este var\u00eda m\u00e1s entre los diferentes tipos de negocios. Algunas variables que pueden afectar la forma en que una empresa se refiere a la\u00a0<strong>estructura de costos<\/strong>\u00a0son los objetos de costo, como productos, servicios, clientes, proyectos y actividades comerciales.<\/p>\n<p class=\"paragraph\">En paralelo, esta puede modificarse incluso dentro de una empresa respecto a la l\u00ednea de producci\u00f3n, departamentos o las unidades comerciales.<\/p>\n<\/div>\n<p>&nbsp;<\/p>\n\r\n\t\t<div id=\"cp_popup_id_10149\" class=\"cp-popup-container cp-popup-live-wrap cp_style_10149 cp-module-inline cpro-open \" data-style=\"cp_style_10149\" data-module-type=\"inline\" data-class-id=\"10149\" data-styleslug=\"in-content-top-700x400-banner\">\r\n\r\n\t\t\t\r\n\t\t\t<div class=\"cp-popup-wrapper cp-manual cp-popup-inline  \"  >\r\n\t\t\t\t<div class=\"cp-popup  cpro-animate-container \">\r\n\r\n\t\t\t\t\t\r\n\t\t\t\t<input type='hidden' class='panel-settings' data-style_id= '10149' data-section='configure' 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.cp-target { }.cp_style_10149 #cp_image-1-10149 .cp-target ~ .cp-field-shadow { }.cp_style_10149 #cp_image-1-10149 .cp-rotate-wrap{ transform:rotate( 0deg);}.cp_style_10149 #cp_image-1-10149 .cp-target:hover { }.cp_style_10149 #cp_image-1-10149 .cp-target:hover ~ .cp-field-shadow { }.cp_style_10149 #cp_image-1-10149 { left: 0px;top: 0px;z-index:2;}}@media ( max-width: 767px ) {.cp_style_10149 .cp-invisible-on-mobile {display: none !important;}}<\/style>\r\n\t\t\t\t\t<div class=\"cp-popup-content cpro-active-step  cp-inline    cp-middle  cp-panel-1\"   data-overlay-click =\"1\" data-title=\"OE Adult Latam In-Content Curso Banner 700\u00d7300\" data-module-type=\"inline\"  data-step=\"1\"  data-width=\"700\" data-mobile-width=\"320\" data-height=\"300\" data-mobile-height=\"137\" data-mobile-break-pt=\"767\" data-popup-position=\"middle\" data-mobile-responsive=\"yes\">\r\n\t\t\t\t\t\t\t\t\t\t\t\t\r\n\t\t\t\t\t<div class=\"cpro-form-container\">                             \r\n\t\t\t\t\t\t<div id=\"cp_image-1-10149\" class=\"cp-field-html-data   cpro_count_conversion oealt-cursobnr cp-none cp-image-ratio\" data-type=\"cp_image\"  data-action=\"goto_url\" data-step=\"1\" data-redirect=\"https:\/\/www.openenglish.com\/curso\/?utm_source=organic&#038;utm_medium=blog.openenglish.com&#038;utm_campaign=ALL-20220824-generic-curso_funnel-content_banner700x400-Adult-track1&#038;utm_term=\" data-redirect-target=\"_self\"   >\r\n\t<div class=\"cp-rotate-wrap\">\r\n\t\t<div class=\"cp-image-main\"><img loading=\"lazy\" decoding=\"async\" width=\"700\" height=\"300\" data-cp-src=\"https:\/\/www.stg.openenglish.com\/blog\/es\/wp-content\/uploads\/sites\/2\/2022\/10\/Curso-de-Ingles-Blog-Banner-v001.jpg\" class=\"cp-img-lazy cp-target cp-field-element cp-image\" name=\"cp_image-1\" alt=\"Curso de Ingles Blog Banner v001\" src=\"\">\r\n\t\t\t<div class=\"cp-field-shadow\"><\/div>\r\n\t\t<\/div>\r\n\t\t\r\n\t<\/div>\r\n<\/div>\t\t\t\t\t\t\t<\/div>              \r\n\t\t\t\t\t\t\t\t\t\t\t\t\t\t\r\n\t\t\t\t\t\t<\/div><!-- .cp-popup-content -->\r\n\t\t\t\t\t\t      \r\n\t\t<input type=\"hidden\" name=\"param[date]\" value=\"May 6, 2026\" \/>\r\n\t\t<input type='text' class='cpro-hp-field' name='cpro_hp_field_10149' value=''>\r\n\t\t<input type=\"hidden\" name=\"action\" value=\"cp_v2_notify_admin\" \/>\r\n\t\t<input type=\"hidden\" name=\"style_id\" value=\"10149\" \/>\r\n\t\t\t\t\t\t<\/div>\r\n\t\t\t\t\t\t\t<\/div><!-- .cp-popup-wrapper -->\r\n\t\t\t\r\n\t\t\t\t\t<\/div><!-- Modal popup container -->\r\n\t\t\t\n<p>&nbsp;<\/p>\n<div class=\"card-text\">\n<h2 id=\"tipos-de-estructuras-de-costhay-dos-tipos-principales-de-estructura-de-costos-y-estson\" class=\"h2\">Tipos de estructuras de costos:<\/h2>\n<h3>Basado en costos<\/h3>\n<p class=\"paragraph\">Las empresas impulsadas por los costos se especializan en productos y servicios de bajo costo.<\/p>\n<p class=\"paragraph\">Estas organizaciones quieren ofrecer a sus clientes el menor coste posible y usar una variedad de sistemas y m\u00e9todos de ahorro para mantenerlos lo m\u00e1s bajo posible.<\/p>\n<p class=\"paragraph\">As\u00ed, los negocios \u201cbasados en costos\u201d, como todas las empresas, todav\u00eda quieren obtener ganancias y, por lo tanto, deben reducir los costos en todos los sentidos, especialmente en formas que sus competidores no han considerado.<\/p>\n<p class=\"paragraph\">Ejemplos de negocios basados \u200b\u200ben costos son las aerol\u00edneas de descuento, las tiendas minoristas que se enfocan en vender art\u00edculos de bajo precio y los proveedores de servicios que cobran menos que servicios similares.<\/p>\n<h3>Impulsado por el valor<\/h3>\n<p class=\"paragraph\">Las compa\u00f1\u00edas impulsadas por el valor son aquellas que desean brindar a sus clientes el mejor valor por su dinero, esto no quiere decir que vayan a tener los bienes y servicios m\u00e1s econ\u00f3micos.<\/p>\n<p class=\"paragraph\">Pueden tener un precio competitivo, pero lo m\u00e1s importante para una empresa que maneja sus costos impulsados por el valor, es que creen que est\u00e1n ofreciendo a sus clientes un buen valor por lo que est\u00e1n gastando.<\/p>\n<p class=\"paragraph\">Ejemplos de esto podr\u00edan ser una aerol\u00ednea exclusiva, un minorista especial que vende art\u00edculos de lujo o un proveedor de servicios altamente capacitado.<\/p>\n<\/div>\n<p>&nbsp;<\/p>\n\r\n\t\t<div id=\"cp_popup_id_10153\" class=\"cp-popup-container cp-popup-live-wrap cp_style_10153 cp-module-inline cpro-open \" data-style=\"cp_style_10153\" data-module-type=\"inline\" data-class-id=\"10153\" data-styleslug=\"in-content-middle-700x400-banner\">\r\n\r\n\t\t\t\r\n\t\t\t<div class=\"cp-popup-wrapper cp-manual cp-popup-inline  \"  >\r\n\t\t\t\t<div class=\"cp-popup  cpro-animate-container \">\r\n\r\n\t\t\t\t\t\r\n\t\t\t\t<input type='hidden' class='panel-settings' data-style_id= '10153' data-section='configure' 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.cp-target { }.cp_style_10153 #cp_image-1-10153 .cp-target ~ .cp-field-shadow { }.cp_style_10153 #cp_image-1-10153 .cp-rotate-wrap{ transform:rotate( 0deg);}.cp_style_10153 #cp_image-1-10153 .cp-target:hover { }.cp_style_10153 #cp_image-1-10153 .cp-target:hover ~ .cp-field-shadow { }.cp_style_10153 #cp_image-1-10153 { left: 0px;top: 0px;z-index:2;}}@media ( max-width: 767px ) {.cp_style_10153 .cp-invisible-on-mobile {display: none !important;}}<\/style>\r\n\t\t\t\t\t<div class=\"cp-popup-content cpro-active-step  cp-inline    cp-middle  cp-panel-1\"   data-overlay-click =\"1\" data-title=\"OE Adult Latam In-Content Test Banner 700\u00d7300\" data-module-type=\"inline\"  data-step=\"1\"  data-width=\"700\" data-mobile-width=\"320\" data-height=\"300\" data-mobile-height=\"137\" data-mobile-break-pt=\"767\" data-popup-position=\"middle\" data-mobile-responsive=\"yes\">\r\n\t\t\t\t\t\t\t\t\t\t\t\t\r\n\t\t\t\t\t<div class=\"cpro-form-container\">                             \r\n\t\t\t\t\t\t<div id=\"cp_image-1-10153\" class=\"cp-field-html-data   cpro_count_conversion oealt-testbnr cp-none cp-image-ratio\" data-type=\"cp_image\"  data-action=\"goto_url\" data-step=\"1\" data-redirect=\"https:\/\/www.openenglish.com\/test-de-ingles\/?utm_source=organic&#038;utm_medium=blog.openenglish.com&#038;utm_campaign=ALL-20220825-generic-leveling_test_funnel-content_banner700x400-Adult-track1&#038;utm_term=\" data-redirect-target=\"_self\"   >\r\n\t<div class=\"cp-rotate-wrap\">\r\n\t\t<div class=\"cp-image-main\"><img loading=\"lazy\" decoding=\"async\" width=\"700\" height=\"300\" data-cp-src=\"https:\/\/www.stg.openenglish.com\/blog\/es\/wp-content\/uploads\/sites\/2\/2022\/08\/Test-de-Ingles-Blog-Banner-v001.jpg\" class=\"cp-img-lazy cp-target cp-field-element cp-image\" name=\"cp_image-1\" alt=\"Test de Ingles Blog Banner v001\" src=\"\">\r\n\t\t\t<div class=\"cp-field-shadow\"><\/div>\r\n\t\t<\/div>\r\n\t\t\r\n\t<\/div>\r\n<\/div>\t\t\t\t\t\t\t<\/div>              \r\n\t\t\t\t\t\t\t\t\t\t\t\t\t\t\r\n\t\t\t\t\t\t<\/div><!-- .cp-popup-content -->\r\n\t\t\t\t\t\t      \r\n\t\t<input type=\"hidden\" name=\"param[date]\" value=\"May 6, 2026\" \/>\r\n\t\t<input type='text' class='cpro-hp-field' name='cpro_hp_field_10153' value=''>\r\n\t\t<input type=\"hidden\" name=\"action\" value=\"cp_v2_notify_admin\" \/>\r\n\t\t<input type=\"hidden\" name=\"style_id\" value=\"10153\" \/>\r\n\t\t\t\t\t\t<\/div>\r\n\t\t\t\t\t\t\t<\/div><!-- .cp-popup-wrapper -->\r\n\t\t\t\r\n\t\t\t\t\t<\/div><!-- Modal popup container -->\r\n\t\t\t\n<p>&nbsp;<\/p>\n<div class=\"card-text\">\n<h2 id=\"estos-son-los-terminos-mas-importantes-relacionados-con-la-estructura-de-costos\" class=\"h2\">Estos son los 9 t\u00e9rminos m\u00e1s importantes relacionados con la estructura de costos<\/h2>\n<p class=\"paragraph\">Para terminar de determinar qu\u00e9 es una<strong>\u00a0estructura de costos<\/strong>\u00a0y que podamos avanzar con temas m\u00e1s profundos, hay que tener en cuenta estos 9 t\u00e9rminos indispensables sobre la materia.<\/p>\n<h3>Existen 2 tipos de costos<\/h3>\n<p class=\"paragraph\">Es muy importante que los conozcas, pues son la base de toda\u00a0<strong>estructura de costos<\/strong>, estos son:<\/p>\n<ul>\n<li><strong>Fijos<\/strong>: como su nombre lo indica, no sufren alteraciones y son constantes, no se ven afectados por las modificaciones estructurales que puedan ocurrir en la compa\u00f1\u00eda, por lo tanto, tienden a permanecer iguales aunque el volumen de la producci\u00f3n o venta del negocio aumenta, o decrece, un claro ejemplo de esto es el pago del alquiler.<\/li>\n<li><strong>Variables:\u00a0<\/strong>estos s\u00ed pueden modificarse ya sea de incrementando o disminuyendo por alteraciones que ocurran con la actividad comercial de la organizaci\u00f3n, en otras palabras, var\u00edan proporcionalmente al ratio de ventas, por ejemplo. Ac\u00e1 podemos se\u00f1alar el valor de compra de materias primas, que pueden variar de una compra a otra.<\/li>\n<\/ul>\n<h3>Costo de personal<\/h3>\n<p class=\"paragraph\">Hace referencia a la mano de obra y talento, en este caso la medici\u00f3n se realiza en tiempo.<\/p>\n<h3>Recursos f\u00edsicos<\/h3>\n<p class=\"paragraph\">Son los equipos, maquinaria, materia prima y materiales, este se valoriza con su costo de producci\u00f3n o compra.<\/p>\n<h3>Recursos financieros<\/h3>\n<p class=\"paragraph\">Se trata del dinero que mantiene funcionando lo\u00a0<strong>que es una estructura de costos<\/strong>\u00a0y se mide en montos de dinero.<\/p>\n<h3>Econom\u00edas de escala<\/h3>\n<p class=\"paragraph\">Este concepto se basa en productos y\/o servicios que una compa\u00f1\u00eda busca comprar o vender en los que el precio por cada uno se ver\u00e1 reducido si se adquieren en muchas cantidades.<\/p>\n<p class=\"paragraph\"><strong>Por ejemplo<\/strong>: una organizaci\u00f3n requiere hacer una compra por 10 cajas de materia prima para poder elaborar su producto, y el costo es de USD $100 por lote.<\/p>\n<p class=\"paragraph\">Pero si compra 25 cajas o m\u00e1s, el precio baja a USD $90 por caja.<\/p>\n<p class=\"paragraph\">En efecto, aquellas compa\u00f1\u00edas que compren m\u00e1s, van a obtener un ahorro mucho mayor que al hacerlo en t\u00e9rminos minoristas.<\/p>\n<h3>Asignaci\u00f3n de costos<\/h3>\n<p class=\"paragraph\">La asignaci\u00f3n de costos es una forma de realizar un seguimiento de los gastos comerciales para que la empresa pueda asignar esos gastos a un producto o servicio espec\u00edfico para determinar si es rentable. Un ejemplo de esto podr\u00eda ser asignar empleados relevantes y sus salarios a una l\u00ednea de productos en particular y luego dividirlos seg\u00fan cada producto ofrecido. De esa manera, la empresa puede ver c\u00f3mo los ingresos de cada producto afectan los costos de los salarios de los empleados y viceversa.<\/p>\n<h3>Grupo de costos<\/h3>\n<p class=\"paragraph\">Las empresas usan el grupo de costos para juntar los gastos fijos para que luego puedan dividirse por proyecto o producto. En concreto, se trata de una parte de la asignaci\u00f3n de costos.<\/p>\n<p class=\"paragraph\">Algunos gastos que pueden agruparse en un grupo de costes incluyen gastos generales como: salarios, alquiler, servicios p\u00fablicos y otros gastos fijos; que son los mismos sin importar cu\u00e1ntos productos venda la empresa.<\/p>\n<h3>Econom\u00edas de alcance<\/h3>\n<p class=\"paragraph\">Las econom\u00edas de alcance son un beneficio financiero cuando una organizaci\u00f3n compra un bien o servicio que se puede aplicar a m\u00faltiples \u00e1reas de su negocio por el mismo costo.<\/p>\n<p class=\"paragraph\">Esto podr\u00eda incluir software que tiene m\u00faltiples funciones para reemplazar los diferentes tipos de programas heredados que la empresa pag\u00f3 anteriormente.<\/p>\n<p class=\"paragraph\">Las econom\u00edas de alcance son otra forma de reducir los costos para una compa\u00f1\u00eda<\/p>\n<\/div>\n<p>&nbsp;<\/p>\n\r\n\t\t<div id=\"cp_popup_id_13581\" 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.cp-invisible-on-mobile {display: none !important;}}<\/style>\r\n\t\t\t\t\t<div class=\"cp-popup-content cpro-active-step  cp-inline    cp-middle  cp-panel-1\"   data-overlay-click =\"1\" data-title=\"OE Adult Latam In-Content LFA Banner 700\u00d7300\" data-module-type=\"inline\"  data-step=\"1\"  data-width=\"700\" data-mobile-width=\"320\" data-height=\"300\" data-mobile-height=\"137\" data-mobile-break-pt=\"767\" data-popup-position=\"middle\" data-mobile-responsive=\"yes\">\r\n\t\t\t\t\t\t\t\t\t\t\t\t\r\n\t\t\t\t\t<div class=\"cpro-form-container\">                             \r\n\t\t\t\t\t\t<div id=\"cp_image-2-13581\" class=\"cp-field-html-data   cpro_count_conversion  cp-none cp-image-ratio\" data-type=\"cp_image\"  data-action=\"goto_url\" data-step=\"1\" data-redirect=\"https:\/\/openenglish-adult.app.link\/gaF0xpUrODb?~channel=organic&#038;~feature=blog&#038;~campaign=iclfabnradlt\" data-redirect-target=\"_blank\"   >\r\n\t<div class=\"cp-rotate-wrap\">\r\n\t\t<div class=\"cp-image-main\"><img loading=\"lazy\" decoding=\"async\" width=\"700\" height=\"300\" data-cp-src=\"https:\/\/www.stg.openenglish.com\/blog\/es\/wp-content\/uploads\/sites\/2\/2023\/11\/Descargar-Mejor-App-para-aprender-ingles-v005.jpg\" class=\"cp-img-lazy cp-target cp-field-element cp-image\" name=\"cp_image-2\" alt=\"Descargar Mejor App para aprender ingles v005\" src=\"\">\r\n\t\t\t<div class=\"cp-field-shadow\"><\/div>\r\n\t\t<\/div>\r\n\t\t\r\n\t<\/div>\r\n<\/div>\t\t\t\t\t\t\t<\/div>              \r\n\t\t\t\t\t\t\t\t\t\t\t\t\t\t\r\n\t\t\t\t\t\t<\/div><!-- .cp-popup-content -->\r\n\t\t\t\t\t\t      \r\n\t\t<input type=\"hidden\" name=\"param[date]\" value=\"May 6, 2026\" \/>\r\n\t\t<input type='text' class='cpro-hp-field' name='cpro_hp_field_13581' value=''>\r\n\t\t<input type=\"hidden\" name=\"action\" value=\"cp_v2_notify_admin\" \/>\r\n\t\t<input type=\"hidden\" name=\"style_id\" value=\"13581\" \/>\r\n\t\t\t\t\t\t<\/div>\r\n\t\t\t\t\t\t\t<\/div><!-- .cp-popup-wrapper -->\r\n\t\t\t\r\n\t\t\t\t\t<\/div><!-- Modal popup container -->\r\n\t\t\t\n<p>&nbsp;<\/p>\n<div class=\"card-text\">\n<h2 id=\"ejemplos-estructura-de-costos-como-se-veria-en-la-practica\" class=\"h2\">Ejemplos estructura de costos: \u00bfC\u00f3mo se ver\u00eda en la pr\u00e1ctica?<\/h2>\n<p class=\"paragraph\">La estructura de costos es un concepto flexible, que puede orientarse tanto a la empresa en l\u00edneas generales como a procesos o departamentos espec\u00edficos dentro de ella.<\/p>\n<p class=\"paragraph\">Por esa raz\u00f3n, a continuaci\u00f3n construiremos dos ejemplos de estructura de costos, uno a nivel general y otro de un campo espec\u00edfico como lo es el marketing.<\/p>\n<h3>Estructura de costos general<\/h3>\n<p class=\"paragraph\">Una estructura de costos general abarca todo gasto que acarrea una empresa para poder cumplir con su actividad econ\u00f3mica.<\/p>\n<p class=\"paragraph\">De esta manera, debe tener secciones como la mano de obra o los salarios y tambi\u00e9n calcular el costo de los diferentes procesos productivos que conforman la operaci\u00f3n diaria, como en el siguiente ejemplo creado por la Universidad Javeriana, pensando en un agronegocio:<\/p>\n<p class=\"paragraph\"><img decoding=\"async\" src=\"https:\/\/revistas.javeriana.edu.co\/files-articulos\/CC\/19-48%20(2018)\/151557795004\/151557795004_gt14.png\" alt=\"Metodolog\u00eda de costos para los productos agr\u00edcolas, basada en las normas internacionales de contabilidad. Una aplicaci\u00f3n en las ciruelas europeas variedad D'Agen*\" \/><\/p>\n<p class=\"paragraph\"><strong><em>Fuente<\/em><\/strong>:\u00a0<a href=\"https:\/\/revistas.javeriana.edu.co\/files-articulos\/CC\/19-48%20(2018)\/151557795004\/151557795004_gt14.png\" target=\"_blank\" rel=\"noopener noreferrer\">Universidad Javeriana<\/a><\/p>\n<h3>Estructura de costos de marketing<\/h3>\n<p class=\"paragraph\">En este caso, el trabajo ser\u00eda desglosar todo aquello que genera costos para el funcionamiento de este departamento, desde salarios hasta tecnolog\u00edas, pasando por servicios y papeler\u00eda, y totalizar como en el siguiente ejemplo compartido por Hubspot:<\/p>\n<p class=\"paragraph\"><img decoding=\"async\" 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\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\/><\/p>\n<p class=\"paragraph\"><strong><em>Fuente<\/em><\/strong>:\u00a0<a href=\"https:\/\/blog.hubspot.es\/sales\/estructura-costos\" target=\"_blank\" rel=\"noopener noreferrer\">Hubspot<\/a><\/p>\n<h2 id=\"estructura-y-analisis-de-costos-que-es-y-como-hacerlo\" class=\"h2\">Estructura y an\u00e1lisis de costos: \u00bfQu\u00e9 es y c\u00f3mo hacerlo?<\/h2>\n<p class=\"paragraph\">Una\u00a0<strong>estructura de costos<\/strong>\u00a0no tendr\u00eda sentido si todos los datos arrojados no son puestos en tela de juicio y evaluados.<\/p>\n<p class=\"paragraph\">Para esto, existe el an\u00e1lisis de costos-beneficios que no es m\u00e1s que el m\u00e9todo de comparaci\u00f3n entre lo que se gasta y los beneficios \u2014tambi\u00e9n reflejados como oportunidades\u2014, que son determinados y proyectados respecto a los objetivos del proyectos.<\/p>\n<p class=\"paragraph\">En t\u00e9rminos generales, el an\u00e1lisis de costo-beneficio implica contar todos los costos de un proyecto o decisi\u00f3n y sustraer esa cantidad de la rentabilidad total proyectada.<\/p>\n<p class=\"paragraph\">Si los beneficios proyectados superan los costos, podr\u00edas argumentar que la decisi\u00f3n es buena. Si, por otro lado, los costos superan los beneficios, entonces una empresa puede querer repensar la decisi\u00f3n o el proyecto.<\/p>\n<\/div>\n<p>&nbsp;<\/p>\n\r\n\t\t<div id=\"cp_popup_id_10158\" class=\"cp-popup-container cp-popup-live-wrap cp_style_10158 cp-module-inline cpro-open \" data-style=\"cp_style_10158\" data-module-type=\"inline\" data-class-id=\"10158\" data-styleslug=\"in-content-bottom-700x400-banner\">\r\n\r\n\t\t\t\r\n\t\t\t<div class=\"cp-popup-wrapper cp-manual cp-popup-inline  \"  >\r\n\t\t\t\t<div class=\"cp-popup  cpro-animate-container \">\r\n\r\n\t\t\t\t\t\r\n\t\t\t\t<input type='hidden' class='panel-settings' data-style_id= '10158' data-section='configure' value='{&quot;show_for_logged_in&quot;:&quot;1&quot;,&quot;hide_on_device&quot;:&quot;&quot;}' ><input type='hidden' class='panel-rulesets' data-style_id= '10158' data-section='configure' value='[]' ><style id='cp_popup_style_10158' type='text\/css'>.cp_style_10158 .cp-popup-content 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button:hover { background :#666;}.cp_style_10158 .cp-popup .cpro-form .pika-lendar table tbody .is-selected .pika-button { background :#666;box-shadow : inset 0 1px 3px #666;}.cp_style_10158 #form_field-10158 { }@media ( max-width: 767px ) {.cp_style_10158 .cp-popup .cpro-form .cp-form-input-field{ font-family:inherit;font-style:inherit;font-weight:inherit;text-transform:none;font-size:6px;letter-spacing:0;text-align:left;color:#666;background-color:#fff;border-style:solid;border-width:1px 1px 1px 1px;border-radius:1px 1px 1px 1px;border-color:#bbb;active-border-color:#666;padding:0px 0px 0px 0px;}.cp_style_10158 #form_field-10158 .cp-target:hover { }.cp_style_10158 #form_field-10158 placeholder { color:#666;}.cp_style_10158 .cp-popup .cpro-form .cp-form-input-field input[type='radio'], .cp_style_10158 .cp-popup .cpro-form .cp-form-input-field input[type='checkbox'] {color:#666;background-color:#fff;}.cp_style_10158 .cp-popup .cpro-form .cp-form-input-field:focus {border-color: 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#cp_button-1-10158 { left: 393.5px;top: 237px;z-index:3;}@media ( max-width: 767px ) {.cp_style_10158 #cp_button-1-10158 .cp-target { font-family:inherit;font-style:Bold;font-weight:Bold;font-size:6px;letter-spacing:0px;text-align:center;color:#ffffff;background:#ff8800;width:93px;height:17px;padding:0px 15px 0px 15px;}.cp_style_10158 #cp_button-1-10158 .cp-target:hover { color:#ffffff;background:#ffbb00;}.cp_style_10158 #cp_button-1-10158 .cp-target { border-style:none;}.cp_style_10158 #cp_button-1-10158 .cp-target ~ .cp-field-shadow { border-style:none;}.cp_style_10158 #cp_button-1-10158 .cp-target { border-color:#757575;}.cp_style_10158 #cp_button-1-10158 .cp-target ~ .cp-field-shadow { border-color:#757575;}.cp_style_10158 #cp_button-1-10158 .cp-target { border-width:1px 1px 1px 1px;}.cp_style_10158 #cp_button-1-10158 .cp-target ~ .cp-field-shadow { border-width:1px 1px 1px 1px;}.cp_style_10158 #cp_button-1-10158 .cp-target { border-radius:5px 5px 5px 5px;}.cp_style_10158 #cp_button-1-10158 .cp-target ~ .cp-field-shadow { border-radius:5px 5px 5px 5px;}.cp_style_10158 #cp_button-1-10158 .cp-target > .cp-close-link { border-radius:5px 5px 5px 5px;}.cp_style_10158 #cp_button-1-10158 .cp-target > .cp-close-image { border-radius:5px 5px 5px 5px;}.cp_style_10158 #cp_button-1-10158 .cp-target { }.cp_style_10158 #cp_button-1-10158 .cp-target ~ .cp-field-shadow { }.cp_style_10158 #cp_button-1-10158 .cp-rotate-wrap{ transform:rotate( 0deg);}.cp_style_10158 #cp_button-1-10158 .cp-target:hover { }.cp_style_10158 #cp_button-1-10158 .cp-target:hover ~ .cp-field-shadow { }.cp_style_10158 #cp_button-1-10158 { left: 177px;top: 111px;z-index:3;}}@media ( max-width: 767px ) {.cp_style_10158 .cp-invisible-on-mobile {display: none !important;}}<\/style>\r\n\t\t\t\t\t<div class=\"cp-popup-content cpro-active-step cp-img-lazy cp-bg-lazy cp-inline    cp-middle  cp-panel-1\"  data-cp-src=\"[&quot;16425|https:\/\/www.stg.openenglish.com\/blog\/es\/wp-content\/uploads\/sites\/2\/2025\/02\/MOAC-448-Design-In-content-Promo-700_300-v2.jpg|full&quot;,&quot;16425|https:\/\/www.stg.openenglish.com\/blog\/es\/wp-content\/uploads\/sites\/2\/2025\/02\/MOAC-448-Design-In-content-Promo-700_300-v2.jpg|full&quot;]\" data-overlay-click =\"1\" data-title=\"OE Adult Latam In-Content Promo Banner 700\u00d7300\" data-module-type=\"inline\"  data-step=\"1\"  data-width=\"700\" data-mobile-width=\"320\" data-height=\"300\" data-mobile-height=\"137\" data-mobile-break-pt=\"767\" data-popup-position=\"middle\" data-mobile-responsive=\"yes\">\r\n\t\t\t\t\t\t\t\t\t\t\t\t\r\n\t\t\t\t\t<div class=\"cpro-form-container\">                             \r\n\t\t\t\t\t\t<div id=\"cp_button-1-10158\" class=\"cp-field-html-data   cpro_count_conversion cp-none\" data-type=\"cp_button\"   data-action=\"goto_url\" data-step=\"1\"   data-redirect=\"https:\/\/www.openenglish.com\/promociones\/?utm_source=organic&#038;utm_medium=blog&#038;utm_campaign=blog-Banner_In-Content_Promo-adult&#038;utm_term=Oferta-Especial_02052025\" data-redirect-target=\"_self\"    >\r\n\t<div class=\"cp-rotate-wrap\"><button type=\"button\" class=\" cp-target cp-field-element cp-button cp-button-field\"  data-success-message=\"Thank You for Subscribing!\" data-get-param=\"false\">\u00a1Quiero mi oferta!<\/button>\r\n\t<div class=\"cp-btn-tooltip\"><\/div>\r\n<\/div><\/div>\t\t\t\t\t\t\t<\/div>              \r\n\t\t\t\t\t\t\t\t\t\t\t\t\t\t\r\n\t\t\t\t\t\t<\/div><!-- .cp-popup-content -->\r\n\t\t\t\t\t\t      \r\n\t\t<input type=\"hidden\" name=\"param[date]\" value=\"May 6, 2026\" \/>\r\n\t\t<input type='text' class='cpro-hp-field' name='cpro_hp_field_10158' value=''>\r\n\t\t<input type=\"hidden\" name=\"action\" value=\"cp_v2_notify_admin\" \/>\r\n\t\t<input type=\"hidden\" name=\"style_id\" value=\"10158\" \/>\r\n\t\t\t\t\t\t<\/div>\r\n\t\t\t\t\t\t\t<\/div><!-- .cp-popup-wrapper -->\r\n\t\t\t\r\n\t\t\t\t\t<\/div><!-- Modal popup container -->\r\n\t\t\t\n<p>&nbsp;<\/p>\n<div class=\"card-text\">\n<p class=\"paragraph\">Hay enormes beneficios econ\u00f3micos al ejecutar este tipo de an\u00e1lisis antes de tomar decisiones organizacionales importantes. Al realizar una evaluaci\u00f3n de\u00a0<strong>estructura y an\u00e1lisis de costos<\/strong>, podemos analizar informaci\u00f3n cr\u00edtica, como la cadena de valor de su organizaci\u00f3n o el ROI de una inversi\u00f3n.<\/p>\n<p class=\"paragraph\">La\u00a0<strong>estructura y an\u00e1lisis de costos<\/strong>\u00a0contra beneficios, es una manera de buscar soluciones basadas en datos que se utiliza con mayor frecuencia en los negocios, tanto en empresas establecidas como nuevas. Los principios b\u00e1sicos y el marco se pueden aplicar a pr\u00e1cticamente cualquier proceso de toma de decisiones.<\/p>\n<p class=\"paragraph\">Ahora bien, \u00bfc\u00f3mo podemos poner en marcha esta estrategia? Sigue estos 4 pasos y conseguir\u00e1s una\u00a0<strong>estructura y an\u00e1lisis de costos<\/strong>\u00a0efectiva:<\/p>\n<h3>1. Establece un marco para la evaluaci\u00f3n<\/h3>\n<p class=\"paragraph\">Para que el an\u00e1lisis sea lo m\u00e1s preciso posible, primero debes establecer el marco dentro del cual lo est\u00e1s realizando. El aspecto exacto de este marco depender\u00e1 de las caracter\u00edsticas espec\u00edficas de la organizaci\u00f3n.<\/p>\n<p class=\"paragraph\">Aclara los objetivos que quieres llegar con la propuesta:<\/p>\n<ul>\n<li><strong>\u00bfQu\u00e9 necesitas lograr para considerar el esfuerzo como un \u00e9xito?\u00a0<\/strong>Esto puede ayudarte a identificar y comprender los costos y beneficios, y ser\u00e1 fundamental para interpretar los resultados.<\/li>\n<\/ul>\n<p class=\"paragraph\">Del mismo modo, hay que decidir qu\u00e9 m\u00e9trica ser\u00e1 empleada para medir y comparar los beneficios y costos.<\/p>\n<h3>2. Identifica los costos y beneficios<\/h3>\n<p class=\"paragraph\">El pr\u00f3ximo paso es sentarse y compilar dos listas separadas:\u00a0<strong>una de todos los costos proyectados y la otra de los beneficios esperados del proyecto o acci\u00f3n propuesta.<\/strong><\/p>\n<h3>3. Asigna una cantidad o valor en moneda de curso legal a cada costo y beneficio<\/h3>\n<p class=\"paragraph\">Una vez que hayas compilado listas exhaustivas de todos los costos y beneficios, debes establecer las unidades monetarias apropiadas asignando un monto en d\u00f3lares a cada una, por ejemplo.<\/p>\n<p class=\"paragraph\">Si no colocas un valor a cada uno, ser\u00e1 dif\u00edcil compararlos con precisi\u00f3n.<\/p>\n<h3>4. Calcula el valor total de los beneficios y costos y comp\u00e1ralos<\/h3>\n<p class=\"paragraph\">Una vez que cada costo y beneficio tenga una cantidad en d\u00f3lares al lado (siguiendo el mismo ejemplo), puedes contar cada lista y compararlas.<\/p>\n<p class=\"paragraph\">Si los beneficios totales superan los costos totales, entonces existe un caso comercial para que contin\u00fae el proyecto o la decisi\u00f3n.<\/p>\n<p class=\"paragraph\">Por el contrario, si los costos totales superan a los beneficios totales, es posible que desees reconsiderar la propuesta.<\/p>\n<p class=\"paragraph\">M\u00e1s all\u00e1 de simplemente mirar c\u00f3mo se comparan la\u00a0<strong>estructura de costos<\/strong>\u00a0y las ganancias, tambi\u00e9n debes volver al marco establecido en el paso uno.<\/p>\n<p class=\"paragraph\">\u00bfMuestra el an\u00e1lisis que est\u00e1 alcanzando las metas que ha identificado como marcadores de \u00e9xito, o le muestra que ha fallado?<\/p>\n<\/div>\n<p>&nbsp;<\/p>\n\r\n\t\t<div id=\"cp_popup_id_10153\" class=\"cp-popup-container cp-popup-live-wrap cp_style_10153 cp-module-inline cpro-open \" data-style=\"cp_style_10153\" data-module-type=\"inline\" data-class-id=\"10153\" data-styleslug=\"in-content-middle-700x400-banner\">\r\n\r\n\t\t\t\r\n\t\t\t<div class=\"cp-popup-wrapper cp-manual cp-popup-inline  \"  >\r\n\t\t\t\t<div class=\"cp-popup  cpro-animate-container \">\r\n\r\n\t\t\t\t\t\r\n\t\t\t\t<input type='hidden' class='panel-settings' data-style_id= '10153' data-section='configure' value='{&quot;show_for_logged_in&quot;:&quot;1&quot;,&quot;hide_on_device&quot;:&quot;&quot;}' ><input type='hidden' class='panel-rulesets' data-style_id= '10153' data-section='configure' value='[]' ><style id='cp_popup_style_10153' type='text\/css'>.cp_style_10153 .cp-popup-content {font-family:Verdana;font-style:Normal;font-weight:Normal;}.cp_style_10153 .cp-popup-content{ 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.cp-invisible-on-mobile {display: none !important;}}<\/style>\r\n\t\t\t\t\t<div class=\"cp-popup-content cpro-active-step  cp-inline    cp-middle  cp-panel-1\"   data-overlay-click =\"1\" data-title=\"OE Adult Latam In-Content Test Banner 700\u00d7300\" data-module-type=\"inline\"  data-step=\"1\"  data-width=\"700\" data-mobile-width=\"320\" data-height=\"300\" data-mobile-height=\"137\" data-mobile-break-pt=\"767\" data-popup-position=\"middle\" data-mobile-responsive=\"yes\">\r\n\t\t\t\t\t\t\t\t\t\t\t\t\r\n\t\t\t\t\t<div class=\"cpro-form-container\">                             \r\n\t\t\t\t\t\t<div id=\"cp_image-1-10153\" class=\"cp-field-html-data   cpro_count_conversion oealt-testbnr cp-none cp-image-ratio\" data-type=\"cp_image\"  data-action=\"goto_url\" data-step=\"1\" data-redirect=\"https:\/\/www.openenglish.com\/test-de-ingles\/?utm_source=organic&#038;utm_medium=blog.openenglish.com&#038;utm_campaign=ALL-20220825-generic-leveling_test_funnel-content_banner700x400-Adult-track1&#038;utm_term=\" data-redirect-target=\"_self\"   >\r\n\t<div class=\"cp-rotate-wrap\">\r\n\t\t<div class=\"cp-image-main\"><img loading=\"lazy\" decoding=\"async\" width=\"700\" height=\"300\" data-cp-src=\"https:\/\/www.stg.openenglish.com\/blog\/es\/wp-content\/uploads\/sites\/2\/2022\/08\/Test-de-Ingles-Blog-Banner-v001.jpg\" class=\"cp-img-lazy cp-target cp-field-element cp-image\" name=\"cp_image-1\" alt=\"Test de Ingles Blog Banner v001\" src=\"\">\r\n\t\t\t<div class=\"cp-field-shadow\"><\/div>\r\n\t\t<\/div>\r\n\t\t\r\n\t<\/div>\r\n<\/div>\t\t\t\t\t\t\t<\/div>              \r\n\t\t\t\t\t\t\t\t\t\t\t\t\t\t\r\n\t\t\t\t\t\t<\/div><!-- .cp-popup-content -->\r\n\t\t\t\t\t\t      \r\n\t\t<input type=\"hidden\" name=\"param[date]\" value=\"May 6, 2026\" \/>\r\n\t\t<input type='text' class='cpro-hp-field' name='cpro_hp_field_10153' value=''>\r\n\t\t<input type=\"hidden\" name=\"action\" value=\"cp_v2_notify_admin\" \/>\r\n\t\t<input type=\"hidden\" name=\"style_id\" value=\"10153\" \/>\r\n\t\t\t\t\t\t<\/div>\r\n\t\t\t\t\t\t\t<\/div><!-- .cp-popup-wrapper -->\r\n\t\t\t\r\n\t\t\t\t\t<\/div><!-- Modal popup container -->\r\n\t\t\t\n<p>&nbsp;<\/p>\n<div class=\"card-text\">\n<h2 id=\"conclusion\" class=\"h2\">Conclusi\u00f3n<\/h2>\n<p class=\"paragraph\">A la hora de realizar una\u00a0<strong>estructura de costos<\/strong>\u00a0es importante que tengas presente los siguientes puntos:<\/p>\n<ul>\n<li>Definir y alinear la pol\u00edtica de costos teniendo en cuenta los objetivos y prioridades de tu organizaci\u00f3n.<\/li>\n<li>Hacer parte de este proceso al personal clave de \u00e1reas program\u00e1ticas y financieras.<\/li>\n<li>Contar en el equipo de trabajo con profesionales de las finanzas que sean especialistas en la materia.<\/li>\n<li>Tener un amplio conocimiento del manejo de tu organizaci\u00f3n.<\/li>\n<li>Contar con pol\u00edticas y procedimientos por escrito, los cuales respaldan tu estructura.<\/li>\n<\/ul>\n<p class=\"paragraph\">Como mencionamos al inicio del texto, este es un elemento que puede definir el \u00e9xito o fracaso de un negocio, as\u00ed que entender y dominar el an\u00e1lisis de estructura de costos es sin duda una gran capacidad a nivel general y profesional.<\/p>\n<\/div>\n","protected":false},"excerpt":{"rendered":"<p>Manejar una estructura de costos y hacer un an\u00e1lisis correcto sobre este punto es una pieza clave en la administraci\u00f3n de empresas, que puede determinar su \u00e9xito o fracaso. \u00bfHas escuchado algo acerca de ello? \u00a1A continuaci\u00f3n, abordaremos todo lo necesario sobre este tema! \u00a1Disfruta la lectura! &nbsp; \u00bfQu\u00e9 es una estructura de costos? Existen [&hellip;]<\/p>\n","protected":false},"author":51,"featured_media":15909,"comment_status":"open","ping_status":"closed","sticky":false,"template":"post-2021.php","format":"standard","meta":{"_acf_changed":false,"_lmt_disableupdate":"no","_lmt_disable":"","footnotes":""},"categories":[204],"tags":[],"class_list":["post-15820","post","type-post","status-publish","format-standard","has-post-thumbnail","hentry","category-habilidades-profesionales"],"acf":[],"yoast_head":"<!-- This site is optimized with the Yoast SEO plugin v25.9 - https:\/\/yoast.com\/wordpress\/plugins\/seo\/ -->\n<title>Estructura de costos: conceptos claves que debes conocer | Open English<\/title>\n<meta name=\"description\" content=\"Conoce qu\u00e9 es la estructura de costos, por qu\u00e9 es importante y cu\u00e1les son sus conceptos claves asociados\" \/>\n<meta name=\"robots\" content=\"noindex, follow, max-snippet:-1, max-image-preview:large, max-video-preview:-1\" \/>\n<meta property=\"og:locale\" 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