1. Contexto y evolución para la economía en su conjunto
La actividad económica de Uruguay, medida a través del PIB, acumuló 16 años ininterrumpidos de expansión en el período 2003-2018 y un estancamiento en 2019. En el período analizado se observa que el dinamismo económico fue sustancialmente menor desde 2014 y que, en general, los sectores que impulsaron la expansión económica son aquellos que realizan un uso menos intensivo de la mano de obra.
Los puestos de trabajo en la economía[1] totalizaron alrededor de 1,78 millones en 2019, unos 67.000 puestos menos respecto al máximo de ocupación registrado en 2014, según la Encuesta Continua de Hogares (ECH) del INE (Cuadro 1 y Gráfica 1). El total de ocupados (dado que hay personas que tienen más de un trabajo) presentó una evolución similar y alcanzó 1,63 millones de personas ocupadas en 2019.
Cuadro 1 y Gráfica 1. Puestos de trabajo en el sector agropecuario y en la economía
Puestos agro (fase primaria) | Puestos Economía | Participación | |
A | B | A/B | |
2006 | 162.193 | 1.566.482 | 10,4% |
2007 | 171.813 | 1.676.897 | 10,2% |
2008 | 175.255 | 1.729.485 | 10,1% |
2009 | 180.181 | 1.741.895 | 10,3% |
2010 | 192.567 | 1.753.928 | 11,0% |
2011 | 185.760 | 1.830.855 | 10,1% |
2012 | s/d | 1.813.204 | s/d |
2013 | 160.578 | 1.802.305 | 8,9% |
2014 | 162.079 | 1.846.667 | 8,8% |
2015 | 153.387 | 1.825.832 | 8,4% |
2016 | 141.760 | 1.812.644 | 7,8% |
2017 | 150.501 | 1.803.158 | 8,3% |
2018 | 141.408 | 1.789.699 | 7,9% |
2019 | 140.761 | 1.779.419 | 7,9% |
Var. 2019/2014 | -21.318 | -67.248 | |
Var. % 2019/2014 | -13,15% | -3,64% |

Fuente: OPYPA con base en ECH 2006 a 2019 del INE.
La tendencia decreciente del empleo tiene su correlato en el aumento de la tasa de desempleo. Ésta alcanzó el mayor registro en doce años en 2019 y afectó al 8,9% de la población económicamente activa en promedio, lo que equivale a un total de 158 mil personas desocupadas. Cabe señalar que el aumento de la tasa de desempleo se ha visto amortiguado por la caída en la tasa de actividad (menos personas se han volcado al mercado laboral en busca de un empleo).
En momentos de deterioro del mercado laboral no sólo aumenta la desocupación, sino también lo que se conoce como población “desalentada” (aquellos que dejan de buscar activamente un empleo desmotivados por no encontrarlo y que pasan a ser inactivos) y subempleada (aquellos ocupados que declaran trabajar menos horas de las que desearían y disponen de tiempo para hacerlo). Según el INE, el subempleo afectó a 9,6% de los ocupados en 2019, constatándose un aumento de este fenómeno desde 2014 y afectando a unas 154 mil personas ocupadas. A éstas se agregan algo menos de 19 mil personas desalentadas, fenómeno que también refleja una trayectoria creciente desde 2014.
Si se considera a desocupados, subempleados y desalentados en conjunto, se contabilizaron unas 332.000 personas con problemas de empleo en 2019 (Gráfica 2), lo que representó un 18,5% de la población activa (incluyendo dentro de ésta a los desalentados), frente al 13% observado en 2014.
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" style="position:absolute; left:0; text-align:left; margin-left:311px; margin-top:19px; width:251.5pt; height:169.15pt; z-index:251678208" /> Gráficas 2 y 3. Personas con insuficiencia de empleo y Tasa de empleo por área geográfica
[1] Se considera tanto las ocupaciones en la actividad principal como en la secundaria de aquell
Fuente: OPYPA con base en INE.
Por su parte, la tasa de empleo (que constituye una aproximación de la demanda laboral por parte de las empresas) registró una tendencia decreciente desde 2014 (Gráfica 3). Por grandes áreas geográficas, se observó una mayor afectación en el interior del país, y en particular en las localidades pequeñas y rurales: mientras en las localidades de más de 5.000 habitantes dicha tasa se ubicó en 55,2% de la población en edad de trabajar, reduciéndose en 3,7 puntos respecto a cinco años atrás, en las localidades de menos de 5.000 habitantes y zonas rurales dispersas el descenso fue de 5,6 puntos respecto a 2014. En tanto, en Montevideo la caída de la tasa de ocupación fue de 3,2 puntos porcentuales en el mismo lapso de tiempo.
Por sectores de actividad, se constató una disminución generalizada en los puestos de trabajo, con excepción de algunos servicios y en transporte y almacenamiento (Cuadro 2). Entre 2014 y 2019 se constató una mayor afectación en los puestos de trabajo industriales no vinculados al agro, construcción y el sector agropecuario (fase primaria).
En particular, los puestos de trabajo del sector agropecuario registraron un descenso aún mayor que el promedio de la economía (-13% entre 2014 y 2019, esto es, una caída de algo más de 20.000 puestos), lo que determinó que el total se ubicara en algo más de 140.000 en estas actividades en 2019. Los puestos en la agroindustria registraron una baja de 4% entre 2014-2018 (una evolución alineada al promedio de la economía) y totalizaron alrededor de 80.000 puestos en 2019.
Cuadro 2. Puestos de trabajo en la economía por grandes sectores de actividad
| 2014 | 2015 | 2016 | 2017 | 2018 | 2019 | Particip. 2019 | Var. (%) | Var. # puestos |
2014-2019 | 2014-2019 | ||||||||
Agropecuario (A) | 162.079 | 153.387 | 141.760 | 150.501 | 141.408 | 140.761 | 8% | -13% | -21.318 |
Agroindustria (B) | 83.012 | 84.288 | 87.260 | 81.851 | 80.990 | 79.680 | 4% | -4% | -3.332 |
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(A) + (B) | 245.091 | 237.675 | 229.020 | 232.352 | 222.398 | 220.441 | 12% | -10% | -24.650 |
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Industria no agropecuaria | 113.267 | 102.838 | 101.719 | 96.285 | 91.991 | 90.426 | 5% | -20% | -22.841 |
Comercio | 310.783 | 313.529 | 307.376 | 302.285 | 299.007 | 292.516 | 16% | -6% | -18.267 |
Construcción | 146.987 | 143.790 | 132.266 | 133.859 | 128.283 | 125.484 | 7% | -15% | -21.503 |
Transporte y almacenamiento | 83.587 | 84.868 | 84.753 | 82.157 | 83.051 | 83.886 | 5% | 0% | 299 |
Servicios | 946.952 | 943.132 | 957.510 | 956.219 | 964.969 | 966.667 | 54% | 2% | 19.715 |
Alojamiento y recreación | 97.337 | 98.966 | 99.068 | 100.583 | 102.501 | 103.189 | 6% | 6% | 5.852 |
Informática, Comunicaciones., Serv. profesionales., Act. financieras y de administración | 244.426 | 250.476 | 247.859 | 253.566 | 253.937 | 255.147 | 14% | 4% | 10.721 |
Administración pública y defensa | 104.027 | 102.217 | 106.685 | 105.619 | 107.366 | 107.420 | 6% | 3% | 3.393 |
Enseñanza | 132.855 | 133.931 | 131.988 | 133.548 | 135.332 | 140.816 | 8% | 6% | 7.961 |
Salud y servicios sociales | 151.460 | 152.110 | 160.427 | 158.809 | 161.704 | 158.471 | 9% | 5% | 7.011 |
Otras actividades de servicios | 216.846 | 205.432 | 211.482 | 204.094 | 204.129 | 201.624 | 11% | -7% | -15.222 |
TOTAL PUESTOS | 1.846.667 | 1.825.832 | 1.812.644 | 1.803.158 | 1.789.699 | 1.779.419 | 100% | -4% | -67.248 |
Fuente: OPYPA con base en ECH 2006 a 2019 del INE.
[1] Se considera tanto las ocupaciones en la actividad principal como en la secundaria de aquellos encuestados que declaran tener más de un trabajo. Por ello se habla de “puestos de trabajo” y no de “ocupados”.
