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)
Investigación en Juventudes:
Revista del Consejo de la Persona Joven
95
ANEXO
Fuente: Elaboración propia con datos de la Encuesta Continua de Empleo, INEC.
Total en edad
de trabajar
Total en edad
de trabajar
Población en edad de trabajar
(15 años o más)
3 941 203 787 388 815 306 2 338 509 3 994 245 771 142 809 779 2 413 324
Hombre 1 977 757 421 806 416 429 1 139 522 2 003 538 411 475 416 418 1 175 645
Mujer 1 963 446 365 582 398 877 1 198 987 1 990 707 359 667 393 361 1 237 679
Población ocupada 2 173 612 242 495 599 494 1 331 624 1 937 000 199 426 531 379 1 206 195
Hombre 1 333 251 155 609 363 876 813 767 1 222 357 134 147 324 884 763 326
Mujer 840 361 86 886 235 618 517 857 714 642 65 279 206 495 442 869
Con empleo informal 1 006 654 110 777 216 965 678 912 858 934 94 362 185 625 578 947
Hombre 594 948 71 961 129 751 420 757 547 021 61 795 118 819 366 408
Mujer 411 706 38 816 87 214 245 717 311 912 32 568 66 806 212 539
Población desempleada 289 780 113 890 80 120 95 770 468 277 143 978 135 271 189 028
Hombre 137 463 61 760 31 186 44 518 224 954 73 058 61 912 89 985
Mujer 152 317 52 130 48 935 51 252 243 323 70 920 73 360 99 043
Población fuera de la fuerza
de trabajo
1 477 811 431 003 135 692 911 116 1 588 969 427 739 143 129 1 018 101
Hombre 507 043 204 437 21 368 281 238 556 227 204 270 29 623 322 334
Mujer 970 769 226 567 114 325 629 878 1 032 742 223 469 113 506 695 767
Fuerza de trabajo 2 463 392 356 385 679 614 1 427 393 2 405 276 343 404 666 650 1 395 223
Hombre 1 470 714 217 369 395 061 858 284 1 447 311 207 205 386 795 853 311
Mujer 992 678 139 016 284 553 569 109 957 965 136 199 279 855 541 912
Población ocupada con
subempleo
225 607 28 256 52 000 145 351 378 143 38 242 94 183 245 719
Hombre 108 576 15 386 24 021 69 169 228 364 24 434 55 385 148 546
Mujer 117 032 12 871 27 979 76 182 149 779 13 808 38 798 97 173
Población ocupada busca
otro empleo
216 081 41 573 76 969 97 540 188 414 35 834 61 569 91 012
Hombre 137 009 25 585 47 260 64 164 125 879 23 881 40 177 61 822
Mujer 79 072 15 988 29 709 33 376 62 535 11 953 21 393 29 190
Tasa neta de participación 62,5% 45,3% 83,4% 61,0% 60,2% 44,5% 82,3% 57,8%
Hombre 74,4% 51,5% 94,9% 75,3% 72,2% 50,4% 92,9% 72,6%
Mujer 50,6% 38,0% 71,3% 47,5% 48,1% 37,9% 71,1% 43,8%
Tasa de ocupación 55,2% 30,8% 73,5% 56,9% 48,5% 25,9% 65,6% 50,0%
Hombre 67,4% 36,9% 87,4% 71,4% 61,0% 32,6% 78,0% 64,9%
Mujer 42,8% 23,8% 59,1% 43,2% 35,9% 18,1% 52,5% 35,8%
Tasa de desempleo 11,8% 32,0% 11,8% 6,7% 19,5% 41,9% 20,3% 13,5%
Hombre 9,3% 28,4% 7,9% 5,2% 15,5% 35,3% 16,0% 10,5%
Mujer 15,3% 37,5% 17,2% 9,0% 25,4% 52,1% 26,2% 18,3%
Porcentaje ocupados con
empleo informal
46,3% 45,7% 36,2% 51,0% 44,3% 47,3% 34,9% 48,0%
Hombre 44,6% 46,2% 35,7% 51,7% 44,8% 46,1% 36,6% 48,0%
Mujer 49,0% 44,7% 37,0% 47,4% 43,6% 49,9% 32,4% 48,0%
Porcentaje de ocupados con
subempleo
10,4% 11,7% 8,7% 10,9% 19,5% 19,2% 17,7% 20,4%
Hombre 8,1% 9,9% 6,6% 8,5% 18,7% 18,2% 17,0% 19,5%
Mujer 13,9% 14,8% 11,9% 14,7% 21,0% 21,2% 18,8% 21,9%
Tasa de no participación laboral
37,5 54,8 16,6 39,0 39,8 55,5 17,7 42,2
Hombre 25,6 48,5 5,1 24,7 27,8 49,7 7,1 27,4
Mujer 49,4 62,0 28,7 52,5 51,9 62,2 28,9 56,2
Tasa de presión general 20,5 43,6 23,1 13,5 27,4 52,7 29,5 20,1
Hombre 18,7 40,2 19,9 12,7 24,3 47,0 26,4 17,8
Mujer 23,3 48,8 27,6 14,9 32,1 61,3 33,8 23,9
Tabla 1
Costa Rica: Indicadores generales de la condición de actividad. 2019-2020