{"id":2787,"date":"2014-01-20T10:37:33","date_gmt":"2014-01-20T10:37:33","guid":{"rendered":"https:\/\/blogs.imf-formacion.com\/blog\/prevencion-riesgos-laborales\/?p=2787"},"modified":"2020-06-22T15:22:06","modified_gmt":"2020-06-22T13:22:06","slug":"tipos-de-escalas","status":"publish","type":"post","link":"https:\/\/blogs.imf-formacion.com\/blog\/prevencion-riesgos-laborales\/actualidad-laboral\/tipos-de-escalas\/","title":{"rendered":"Tipos de escalas"},"content":{"rendered":"<div class=\"blogs-antes-del-contenido\" id=\"blogs-4116699680\"><a href=\"https:\/\/www.imf-formacion.com\/comunicacion\/descargar-gratis-guia-mejor-perfil-linkedin-perfecto\/\" target=\"_blank\">\r\n\t<img decoding=\"async\" src=\"https:\/\/d2xtbylwu97mzb.cloudfront.net\/\/blog\/prevencion-riesgos-laborales\/wp-content\/uploads\/2020\/06\/730x67-Guia-Linkedin.gif\";>\r\n<\/a><\/div><input type=\"hidden\" value=\"\" data-essbisPostContainer=\"\" data-essbisPostUrl=\"https:\/\/blogs.imf-formacion.com\/blog\/prevencion-riesgos-laborales\/actualidad-laboral\/tipos-de-escalas\/\" data-essbisPostTitle=\"Tipos de escalas\" data-essbisHoverContainer=\"\"><p>Seguimos con el&nbsp;&nbsp;<a href=\"https:\/\/blogs.imf-formacion.com\/blog\/prevencion-riesgos-laborales\/actualidad-laboral\/modelos-de-investigacion-del-estres-esfuerzo-recompensa-de-siegrist\/http:\/www.imf-formacion.com\/blog\/prevencion-riesgos-laborales\/actualidad-laboral\/modelos-de-investigacion-del-estres-esfuerzo-recompensa-de-siegrist\/\">Temario<\/a>&nbsp;&nbsp;iniciado en la entrada anterior dedicada a las escalas y que forma parte del temario del <b><span style=\"text-decoration: underline;\"><a href=\"https:\/\/www.imf-formacion.com\/masters-oficiales\/master-prevencion-riesgos-laborales-prl\">master&nbsp; prevenci\u00f3n<\/a>.<\/span><\/b><\/p>\n<p><b>Tipos de escalas<\/b><\/p>\n<p>Todas las escalas tienen como objetivo medir la intensidad de una variable cualquiera; pero no todas lo consiguen por el mismo m\u00e9todo. Existen principalmente tres tipos de escalas:<b>&nbsp;<\/b><\/p><div class=\"blogs-contenido\" id=\"blogs-1426711838\"><a class=\"adi-banner-programa-imf adi-marco\" href=\"https:\/\/www.imf-formacion.com\/masters-oficiales\/master-prevencion-riesgos-laborales-prl\" target=\"_blank\" title=\"Ir al Master oficial en Prevenci\u00f3n\">\r\n<img srcset=\"https:\/\/blogs.imf-formacion.com\/blog\/img\/banners\/mo-prl-336x280.gif 1x, https:\/\/blogs.imf-formacion.com\/blog\/img\/banners\/mo-prl-336x280@2x.gif 2x\"\r\nsrc=\"https:\/\/blogs.imf-formacion.com\/blog\/img\/banners\/mo-prl-336x280.gif\"  alt=\"Master oficial en Prevenci\u00f3n\">\r\n<\/a><\/div>\n<p><b>Aditivas<\/b><b>:<\/b> En ellas el individuo indica su grado de acuerdo o desacuerdo con cada \u00edtem y su puntuaci\u00f3n total es computable mediante la adici\u00f3n de las subpuntuaciones asignadas de antemano a cada \u00edtem.<\/p>\n<p>Ejemplo: \u201cEs agradable trabajar en mi empresa\u201d<\/p>\n<p><img decoding=\"async\" alt=\"\" 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\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xIOJyd8xmFItxGreCa+5Tr0CYz2L5H3ci5GXDX0kESiUQi0e6wJ9cMLEJsBhbkQ3kPWQSrtrZIyK22GljBdR2xRHyRVvfstNNO5bDDDqu514Hs7rHHHjWPm1VGiJUT7\/og3ohs1AO77rpr2WuvvWqZsarbzP++y+dyM6It95sttvVi0KBBddIM6UXMvXQfz0b+t98Y2bcFwfYRaJYZ7zPpT7Nd5GN7Cu6gvkTfoWsIMoOzRcIWB\/t3EMwYqTFKDuAIIgyxf8hyChLrunubhh7flWMZxczuFltsUb73ve+VHXbYofzkJz8pSy21VN17FY7RdBAHhwgHiGsB5Tqgec39zWuJRCKRSLQrIgc3yaDfzTxr5lQutnq76aablu23377mWLnWjPJKK61UJ8LMEJ966qllzz33rDPSyrA9wmos4mrSy1YIvMC1yN+OgG0VDvdE2wKeiXysbdql3eq18vzd73637L777nW119YIUIdnohz98BySjmNA9DfgmWa9EHzBNfwh0XfoGoJstHXEEUfUWd7NNtusOtIkk0xS9x8xQM6FDB9yyCHl9NNPr8\/Yt2wbg1laRhwk2Qwv+M6hlBEvBnJCe5nM8iLgnvVinyUez3GmCACWZyy7MHijV+AoyvTbDLNRcbzk1\/zPesoyK26fVSKRSCQS7QzbG5BJOdN2CQiCGH9xQo51zsyxrRHyrE+rqVZxzcj67W8PIKi2bZgdRpIPP\/zwSqzXW2+9wdslkFE5d+mll6553H5gXAHMNMv\/QVjlf2QZtMHsrsk2JFeelu\/VbybcRFlMysnnzVXhyP\/O2fLhhUUvBQbUJ\/ebrJP7HWbMYzslLoG4mxm3lSPRd+iav2LB6Sx7+GsWK6ywQiXKZpORTkSTY3IQ+4HsG463Sb0Yx\/gtkcRfmbC84V4jVMsqnBTRZfA2\/tvCwZhtvGfkSKxN\/Mcdd1wluoza\/igEWbnxxivHQabtp3KfPti3zJG9DBD7oZFno2Akn4Opt9uQf8WiOxA+nX\/ForPBly0l51+x6GwM7a9YyNfypXd5vNAuH8qLyLC8h8QitnK3\/b62FyDS4oPJLvt75eQTTzyx3icvixu2OcqrtlwglibCEGYvzbE3OcSKMvtDiJXriBfn7Q+W771gB\/iF67Zp2v6oHls4xCptRXa1ycv1JtbYM9LtL1cgz7iCctXtUK7+kIVJOfnflk8vE+IAZGXijdyQbS8S4iXeSVJ2bBPpb+iEv2LRNQQZGWXkAjEnZWhGgQyNYzFae4WMYo0KkWHPWypxPkaAnjGSVJbRqXIp33KNw0y00R8CZ0RpzzMHQqQRYW3jHJySo6ofSeZAyLs6le1Z5XES9zpvJBztV6d9S91IjiEJcncgCXJ3IAlyd2BYf+ZN3jOZ5EU7uTa2IMjRSKxc7EB0kWNlmRX2Qp9n2REybH+xZ+0Bdt2srPNyKNuSt80cK0fZ8qxPWxbcI7+YfPKSIE4g7piokvOReBxATkbMzRarQ062GsyOxSz523YLfUT6EUb5H0fQd7nf93ixEPTZId7xA4cX\/tVrkg\/B1v7VV1+9TtzFbHR\/RCcQ5AGfGc6XN722MRBMs8JmgxkQA2yCkVEax+EgjB5RFpSRVgqUkJWDpHre8kaM0Di3a5Z7vNzHODkEJ0FyfVc2gzfDy7EYB6dzjmMpy2\/k2AGeMSpk\/MpVLyfxXdnKjcCiD9orGOhDt+KCCy6oQcUbxwJUJtTORPi05OjN9m4dEHY6+LKZNH8BwBY4MS\/ReZA7zcxaBeXPYncrkGf5UJ6UC9mCnOd7EEL5GeFFX+TueNle3pVnlQHIpdwsn8qvDuRWXo58Lw9HLpVf5Wo5GUllj5FblKtd6nC\/Ot0nR2ub+1wzwaYO5SLgOIZZb23VDsQaMdauKBcv0V\/l6q9+KtO9ytUu\/XWve\/SrP5NjfTXJSNf4mInCkGM7oasIckCXR0ZZHNHzw1uG+hwR9H1XRutsWKhiaOV6Dro9gSRB7g4kQe4OJEHuDgwPQQ6Mijzdmx2NbLnI74hsa2jN90PiD8PTLgTbPf3dP\/SlEwhyV0ahkVUU4xyRMloN2u\/eloqdH1a5yunvzpFIJBKJxMhgRHJsbxhSnhzZckd0z29rvh8Sfxiedikn8\/\/oQ0o6kUgkEolEIpFoIAlyIpFIJBKJRCLRQBLkRCKRSCQSiUSigSTIiUQikUgkEolEA0mQE4lEIpFIJBKJBpIgJxKJRCKRSCQSDSRBTiQSiUQikUgkGkiCnEgkEolEIpFINNCxBHlk\/xh4on2Quu4OpJ4TiUQiMbrQkQQ5\/9tc5yN03Nt\/JEx0Dpp6Tp\/uXNCtAZAj9dy54Mfhy6nnzkX4cbtPagz41D\/N7hC89NJL5eijjy7TTDNNWX311cvUU09d\/3d5B3Wx68HhJphggnLmmWeWu+++u2y88cZlrrnmqs6Yeu4sjD\/++OWFF14oAwcOLPPMM09ZY401yoQTTph67iAESXrooYfKVVddVaaddtqyySabVB2L3YnOwbjjjltz9HXXXVeee+65svbaa5e55567vPfeez13JDoB4dO33nprueWWW2rs3mCDDdqSLHcUQX7jjTfKqaeeWp5\/\/vky66yzVoL84YcfZkLtIHC+iSeeuNx0003liSeeKIsvvniZbrrp6vlPPvmk565Eu4PPTjTRRNWnr7zyyurLCy64YB0cpZ47B7EC9OKLL5ZHHnmkTDbZZGXRRRet5FjsbvcZqMQXGG+88crrr79eHnzwwfLOO++URRZZpEw\/\/fTlrbfeSj13EMKnH3vssfL++++X5ZZbrqy44opJkMc0BNR77723jlxeffXVOmJNctx54GhIEt3GaDXReaBnOg4fziTa2aBnOg69JzoLvflz6rpzgY\/NO++8Zfnll68rQ+2IjiLIQClvv\/12+eCDD3rOJDoRRqmCK6KcM4qdCzqma2EqBkWJzoOBroN+c2tF54I\/07PP3P7Y2aBjq4AO39sRHUeQE4lEIpFIJBKJkUGuTycSiUQikUgkEg0kQU4kEolEIpFIJBpIgpxIJBKJRCKRSDSQBDmRSCQSiUQikWggCXIikUgkEolEItFAEuREIpFIJBKJRKKBJMiJRCKRSCQSicRglPL\/P\/M0XudR+0gAAAAASUVORK5CYII=\"><\/p>\n<p><b>&nbsp;<\/b><b>Diferenciales<\/b><b>:<\/b> Los \u00edtems est\u00e1n graduados de tal forma que la respuesta de la persona localiza su posici\u00f3n.<\/p>\n<p><img decoding=\"async\" alt=\"\" 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\"><\/p>\n<p><b>&nbsp;<\/b><b>Acumulativas<\/b><b>:<\/b> Los \u00edtems se disponen en series acumulativas. Unos individuos cuya actitud est\u00e1 en un punto determinado de la dimensi\u00f3n que se est\u00e1 midiendo contestar\u00e1n favorablemente a todos los \u00edtems a un lado de dicho punto y desfavorablemente a todos los del otro.<\/p>\n<p>En este tipo de escalas, las frases son siempre de intensidad creciente y referidas a un solo tema o concepto y su n\u00famero no es superior a cuatro o cinco. El hecho de que el n\u00famero de frases sea peque\u00f1o hace que este tipo de escalas no discrimine lo suficiente entre individuos y limita su uso generalizado<\/p>\n","protected":false},"excerpt":{"rendered":"<input type=\"hidden\" value=\"\" data-essbisPostContainer=\"\" data-essbisPostUrl=\"https:\/\/blogs.imf-formacion.com\/blog\/prevencion-riesgos-laborales\/actualidad-laboral\/tipos-de-escalas\/\" data-essbisPostTitle=\"Tipos de escalas\" data-essbisHoverContainer=\"\">","protected":false},"author":4,"featured_media":0,"comment_status":"open","ping_status":"open","sticky":false,"template":"","format":"standard","meta":{"_acf_changed":false,"kt_blocks_editor_width":"","footnotes":""},"categories":[3,33],"tags":[],"class_list":["post-2787","post","type-post","status-publish","format-standard","hentry","category-actualidad-laboral","category-especial-master-prevencion"],"acf":[],"yoast_head":"<!-- This site is optimized with the Yoast SEO Premium plugin v20.4 (Yoast SEO v26.5) - 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