Life Expectancy in DR Congo vs Jordan (1950-2026)

Life expectancy by current age

Chart Table

DR Congo

Male

Female

Jordan

Male

Female

1x

Current age, years	Total life expectancy, years
	DR Congo			Jordan
	Average	Male	Female	Average	Male	Female
100	101.8	101.7	101.8	102.2	101.8	102.2
99	100.8	100.7	100.9	101.3	100.8	101.3
98	99.9	99.8	100	100.4	99.9	100.5
97	99	98.8	99.1	99.5	99	99.7
96	98.1	97.9	98.2	98.7	98.1	98.9
95	97.3	97	97.3	97.9	97.3	98.1
94	96.4	96.2	96.5	97.1	96.5	97.3
93	95.5	95.3	95.7	96.3	95.6	96.5
92	94.7	94.4	94.8	95.5	94.9	95.8
91	93.9	93.6	94	94.8	94.1	95.1
90	93.1	92.8	93.3	94	93.3	94.4
89	92.3	92	92.5	93.3	92.6	93.7
88	91.5	91.2	91.7	92.6	91.9	93
87	90.8	90.4	91	91.9	91.2	92.4
86	90	89.7	90.2	91.3	90.5	91.8
85	89.3	89	89.5	90.6	89.8	91.2
84	88.6	88.3	88.8	90	89.2	90.6
83	87.9	87.6	88.1	89.4	88.5	90.1
82	87.2	86.9	87.4	88.8	87.9	89.5
81	86.5	86.2	86.8	88.3	87.4	89
80	85.9	85.6	86.1	87.8	86.8	88.6
79	85.3	84.9	85.5	87.3	86.3	88.1
78	84.7	84.3	85	86.8	85.8	87.7
77	84.1	83.7	84.4	86.4	85.3	87.3
76	83.6	83.2	83.9	86	84.9	87
75	83	82.6	83.4	85.6	84.4	86.6
74	82.5	82.1	82.9	85.2	84	86.3
73	82	81.6	82.4	84.8	83.6	86
72	81.5	81.1	81.9	84.5	83.2	85.7
71	81.1	80.6	81.5	84.2	82.8	85.5
70	80.6	80.1	81	83.9	82.5	85.2
69	80.2	79.7	80.6	83.6	82.2	85
68	79.8	79.2	80.3	83.3	81.9	84.8
67	79.4	78.8	79.9	83.1	81.6	84.6
66	79	78.4	79.5	82.8	81.3	84.4
65	78.6	78	79.2	82.6	81	84.3
64	78.3	77.6	78.9	82.4	80.8	84.1
63	78	77.3	78.6	82.2	80.6	84
62	77.6	76.9	78.3	82	80.3	83.8
61	77.3	76.6	78	81.9	80.1	83.7
60	77.1	76.3	77.8	81.7	80	83.6
59	76.8	76	77.5	81.5	79.8	83.5
58	76.5	75.7	77.3	81.4	79.6	83.4
57	76.3	75.4	77.1	81.3	79.4	83.3
56	76	75.1	76.8	81.1	79.3	83.2
55	75.8	74.9	76.6	81	79.2	83.1
54	75.5	74.6	76.4	80.9	79	83
53	75.3	74.3	76.2	80.8	78.9	82.9
52	75	74.1	76	80.7	78.8	82.9
51	74.8	73.8	75.8	80.6	78.7	82.8
50	74.6	73.6	75.6	80.6	78.6	82.7
49	74.4	73.3	75.4	80.5	78.6	82.6
48	74.2	73.1	75.2	80.4	78.5	82.6
47	74	72.9	75.1	80.4	78.4	82.5
46	73.8	72.7	74.9	80.3	78.3	82.5
45	73.6	72.5	74.7	80.2	78.3	82.4
44	73.4	72.3	74.5	80.2	78.2	82.4
43	73.2	72.1	74.4	80.1	78.2	82.3
42	73.1	71.9	74.2	80.1	78.1	82.3
41	72.9	71.7	74	80.1	78.1	82.3
40	72.7	71.5	73.9	80	78.1	82.2
39	72.5	71.3	73.7	80	78	82.2
38	72.3	71.1	73.5	80	78	82.2
37	72.2	70.9	73.4	79.9	78	82.1
36	72	70.7	73.2	79.9	77.9	82.1
35	71.8	70.5	73.1	79.9	77.9	82.1
34	71.7	70.3	72.9	79.9	77.9	82
33	71.5	70.2	72.8	79.8	77.9	82
32	71.3	70	72.6	79.8	77.8	82
31	71.1	69.8	72.5	79.8	77.8	82
30	71	69.6	72.3	79.8	77.8	81.9
29	70.8	69.4	72.2	79.7	77.8	81.9
28	70.6	69.2	72	79.7	77.7	81.9
27	70.5	69	71.9	79.7	77.7	81.9
26	70.3	68.8	71.8	79.7	77.7	81.9
25	70.1	68.6	71.6	79.6	77.7	81.8
24	69.9	68.4	71.5	79.6	77.6	81.8
23	69.8	68.2	71.3	79.6	77.6	81.8
22	69.6	68	71.2	79.6	77.6	81.8
21	69.4	67.8	71.1	79.5	77.6	81.7
20	69.3	67.6	70.9	79.5	77.5	81.7
19	69.1	67.4	70.8	79.5	77.5	81.7
18	69	67.2	70.7	79.5	77.5	81.7
17	68.8	67.1	70.6	79.4	77.5	81.7
16	68.7	67	70.4	79.4	77.4	81.7
15	68.6	66.8	70.3	79.4	77.4	81.7
14	68.5	66.7	70.2	79.4	77.4	81.6
13	68.4	66.6	70.1	79.4	77.4	81.6
12	68.3	66.5	70	79.4	77.4	81.6
11	68.2	66.4	69.9	79.4	77.4	81.6
10	68	66.3	69.8	79.4	77.4	81.6
9	67.9	66.1	69.7	79.4	77.4	81.6
8	67.7	65.9	69.5	79.3	77.3	81.6
7	67.5	65.7	69.4	79.3	77.3	81.6
6	67.3	65.5	69.1	79.3	77.3	81.6
5	67	65.2	68.9	79.3	77.3	81.5
4	66.7	64.9	68.6	79.3	77.3	81.5
3	66.4	64.5	68.3	79.2	77.2	81.5
2	66	64.1	67.9	79.2	77.2	81.4
1	65.5	63.6	67.4	79.2	77.2	81.4
0	62.4	60.2	64.6	78.3	76.2	80.6

Life expectancy is often mistaken for the average lifespan of an adult. However, an adult has already survived the causes of early-age mortality and can expect to live longer than the figure calculated at birth.

A 30-year-old in the DR Congo can expect to live to 71 years compared to 79.8 in Jordan, rising to 78.6 and 82.6 at 65, and to 85.9 and 87.8 at 80 — higher than the 62.4 and 78.3 years calculated at birth.

The chart above accounts for remaining lifespan and displays total life expectancy by age and gender in the DR Congo and Jordan.

Probability of surviving to a given age

Chart Table

DR Congo

Male

Female

Jordan

Male

Female

1x

Age	Survival probability
	DR Congo			Jordan
	Average	Male	Female	Average	Male	Female
100	0.09%	0.04%	0.14%	0.95%	0.26%	1.68%
99	0.15%	0.07%	0.23%	1.43%	0.44%	2.48%
98	0.25%	0.13%	0.37%	2.08%	0.74%	3.53%
97	0.4%	0.21%	0.58%	2.95%	1.18%	4.86%
96	0.61%	0.34%	0.88%	4.06%	1.81%	6.51%
95	0.92%	0.54%	1.3%	5.46%	2.68%	8.49%
94	1.34%	0.83%	1.85%	7.16%	3.82%	10.8%
93	1.9%	1.24%	2.56%	9.2%	5.25%	13.5%
92	2.62%	1.79%	3.45%	11.6%	7%	16.6%
91	3.52%	2.51%	4.53%	14.3%	9.07%	20%
90	4.61%	3.42%	5.82%	17.3%	11.5%	23.7%
89	5.92%	4.52%	7.34%	20.5%	14.2%	27.5%
88	7.45%	5.83%	9.1%	24%	17.3%	31.6%
87	9.2%	7.33%	11.1%	27.7%	20.6%	35.7%
86	11.2%	9.03%	13.3%	31.6%	24.2%	39.9%
85	13.3%	10.9%	15.8%	35.5%	28%	44%
84	15.7%	13%	18.4%	39.5%	31.9%	48.2%
83	18.2%	15.2%	21.2%	43.5%	35.8%	52.2%
82	20.8%	17.6%	24%	47.4%	39.8%	56.1%
81	23.5%	20.1%	27%	51.2%	43.6%	59.7%
80	26.3%	22.6%	30%	54.8%	47.4%	63.2%
79	29.1%	25.3%	33%	58.2%	51%	66.4%
78	31.9%	27.9%	35.9%	61.5%	54.5%	69.3%
77	34.6%	30.5%	38.8%	64.5%	57.9%	72%
76	37.3%	33.2%	41.6%	67.4%	61%	74.5%
75	40%	35.7%	44.4%	70%	64%	76.8%
74	42.6%	38.3%	47%	72.5%	66.9%	78.8%
73	45.1%	40.8%	49.6%	74.8%	69.5%	80.7%
72	47.5%	43.1%	52%	76.9%	72%	82.4%
71	49.8%	45.4%	54.3%	78.9%	74.4%	83.9%
70	52%	47.6%	56.5%	80.7%	76.5%	85.3%
69	54.1%	49.7%	58.5%	82.3%	78.5%	86.6%
68	56%	51.7%	60.4%	83.8%	80.3%	87.7%
67	57.9%	53.6%	62.2%	85.1%	82%	88.7%
66	59.6%	55.4%	63.9%	86.4%	83.5%	89.6%
65	61.3%	57.2%	65.4%	87.5%	84.9%	90.4%
64	62.8%	58.8%	66.9%	88.5%	86.2%	91.1%
63	64.3%	60.3%	68.3%	89.4%	87.3%	91.7%
62	65.6%	61.8%	69.5%	90.2%	88.4%	92.3%
61	66.9%	63.2%	70.6%	91%	89.3%	92.8%
60	68%	64.4%	71.7%	91.7%	90.2%	93.3%
59	69.1%	65.6%	72.7%	92.3%	91%	93.7%
58	70.1%	66.7%	73.6%	92.9%	91.8%	94.1%
57	71.1%	67.8%	74.5%	93.4%	92.5%	94.5%
56	72%	68.8%	75.3%	93.9%	93.1%	94.8%
55	72.9%	69.8%	76.1%	94.3%	93.6%	95.1%
54	73.7%	70.7%	76.8%	94.7%	94%	95.4%
53	74.5%	71.6%	77.5%	95%	94.5%	95.7%
52	75.3%	72.5%	78.2%	95.3%	94.8%	95.9%
51	76%	73.3%	78.9%	95.6%	95.2%	96.1%
50	76.7%	74.1%	79.5%	95.9%	95.5%	96.3%
49	77.4%	74.8%	80%	96.1%	95.7%	96.5%
48	78%	75.4%	80.5%	96.3%	96%	96.7%
47	78.5%	76.1%	81%	96.5%	96.2%	96.8%
46	79.1%	76.7%	81.5%	96.7%	96.4%	97%
45	79.6%	77.3%	82%	96.8%	96.5%	97.1%
44	80.1%	77.9%	82.5%	97%	96.7%	97.2%
43	80.7%	78.4%	82.9%	97.1%	96.8%	97.3%
42	81.2%	79%	83.4%	97.2%	96.9%	97.4%
41	81.6%	79.5%	83.8%	97.3%	97%	97.5%
40	82.1%	80%	84.2%	97.4%	97.1%	97.6%
39	82.5%	80.5%	84.6%	97.4%	97.2%	97.7%
38	83%	80.9%	85%	97.5%	97.3%	97.8%
37	83.4%	81.4%	85.4%	97.6%	97.4%	97.8%
36	83.8%	81.8%	85.7%	97.7%	97.4%	97.9%
35	84.1%	82.3%	86.1%	97.7%	97.5%	97.9%
34	84.5%	82.7%	86.4%	97.8%	97.6%	98%
33	84.9%	83.1%	86.7%	97.8%	97.6%	98.1%
32	85.3%	83.5%	87.1%	97.9%	97.7%	98.1%
31	85.6%	83.9%	87.4%	97.9%	97.7%	98.2%
30	86%	84.4%	87.7%	98%	97.8%	98.2%
29	86.4%	84.8%	88%	98%	97.8%	98.2%
28	86.7%	85.1%	88.3%	98.1%	97.9%	98.3%
27	87.1%	85.5%	88.6%	98.1%	97.9%	98.3%
26	87.4%	85.9%	88.9%	98.2%	98%	98.4%
25	87.7%	86.3%	89.1%	98.2%	98%	98.4%
24	88.1%	86.7%	89.4%	98.2%	98.1%	98.4%
23	88.4%	87.1%	89.7%	98.3%	98.1%	98.5%
22	88.7%	87.5%	89.9%	98.3%	98.2%	98.5%
21	89%	87.9%	90.2%	98.4%	98.2%	98.5%
20	89.3%	88.3%	90.4%	98.4%	98.3%	98.6%
19	89.6%	88.6%	90.6%	98.5%	98.3%	98.6%
18	89.9%	88.9%	90.9%	98.5%	98.4%	98.6%
17	90.1%	89.2%	91.1%	98.5%	98.4%	98.6%
16	90.3%	89.5%	91.2%	98.5%	98.4%	98.7%
15	90.5%	89.7%	91.4%	98.6%	98.4%	98.7%
14	90.7%	89.9%	91.6%	98.6%	98.5%	98.7%
13	90.9%	90%	91.7%	98.6%	98.5%	98.7%
12	91.1%	90.2%	91.9%	98.6%	98.5%	98.7%
11	91.2%	90.4%	92.1%	98.6%	98.5%	98.7%
10	91.4%	90.6%	92.2%	98.6%	98.5%	98.8%
9	91.6%	90.9%	92.4%	98.7%	98.5%	98.8%
8	91.9%	91.1%	92.7%	98.7%	98.6%	98.8%
7	92.2%	91.5%	92.9%	98.7%	98.6%	98.8%
6	92.5%	91.8%	93.3%	98.7%	98.6%	98.8%
5	92.9%	92.3%	93.6%	98.7%	98.6%	98.8%
4	93.4%	92.8%	94.1%	98.8%	98.7%	98.9%
3	93.9%	93.3%	94.5%	98.8%	98.7%	98.9%
2	94.6%	94%	95.1%	98.9%	98.7%	99%
1	95.3%	94.7%	95.8%	98.9%	98.8%	99%

This chart shows the odds of living to each age from birth. 68% of newborns in the DR Congo and 91.7% in Jordan are expected to live past 60, 52% and 80.7% past 70, 26.3% and 54.8% past 80, and only 4.61% and 17.3% past 90.

For longevity rates starting from a different age, use the calculator provided above.

Odds of dying at each age

Chart Table

DR Congo

Male

Female

Jordan

Male

Female

1x

Age	Probability of dying
	DR Congo			Jordan
	Average	Male	Female	Average	Male	Female
100	43%	46.5%	42.1%	35.7%	44.5%	34.4%
99	41%	44.6%	40%	33.8%	41.9%	32.4%
98	39.2%	42.6%	38.2%	31.5%	39.8%	29.8%
97	37.3%	40.6%	36.2%	29.4%	37.5%	27.4%
96	35.4%	38.6%	34.1%	27.4%	35%	25.3%
95	33.4%	36.7%	32%	25.5%	32.4%	23.4%
94	31.3%	34.8%	29.8%	23.8%	29.8%	21.6%
93	29.4%	32.9%	27.7%	22.1%	27.3%	20%
92	27.4%	30.8%	25.7%	20.5%	25%	18.5%
91	25.6%	28.7%	23.9%	18.9%	22.9%	16.9%
90	23.8%	26.5%	22.2%	17.4%	21%	15.5%
89	22.1%	24.4%	20.7%	15.9%	19.3%	14.1%
88	20.5%	22.4%	19.3%	14.6%	17.7%	12.8%
87	19%	20.5%	18%	13.4%	16.2%	11.6%
86	17.6%	18.8%	16.7%	12.2%	14.8%	10.5%
85	16.2%	17.3%	15.5%	11.1%	13.5%	9.48%
84	15%	15.9%	14.3%	10.1%	12.2%	8.57%
83	13.8%	14.7%	13.1%	9.13%	11%	7.72%
82	12.6%	13.5%	12%	8.22%	9.87%	6.92%
81	11.6%	12.4%	10.9%	7.37%	8.86%	6.16%
80	10.5%	11.3%	9.95%	6.6%	7.95%	5.46%
79	9.61%	10.4%	9.03%	5.9%	7.13%	4.82%
78	8.76%	9.47%	8.2%	5.27%	6.41%	4.25%
77	7.99%	8.65%	7.46%	4.72%	5.77%	3.75%
76	7.3%	7.91%	6.79%	4.23%	5.2%	3.31%
75	6.67%	7.24%	6.2%	3.8%	4.69%	2.93%
74	6.1%	6.63%	5.65%	3.42%	4.24%	2.61%
73	5.57%	6.06%	5.15%	3.07%	3.84%	2.32%
72	5.07%	5.54%	4.68%	2.76%	3.47%	2.06%
71	4.62%	5.05%	4.25%	2.48%	3.13%	1.84%
70	4.2%	4.61%	3.85%	2.22%	2.82%	1.63%
69	3.82%	4.21%	3.48%	1.99%	2.53%	1.45%
68	3.48%	3.86%	3.16%	1.78%	2.27%	1.28%
67	3.18%	3.54%	2.87%	1.59%	2.04%	1.13%
66	2.92%	3.27%	2.61%	1.42%	1.82%	0.99%
65	2.68%	3.02%	2.38%	1.26%	1.63%	0.88%
64	2.46%	2.78%	2.17%	1.13%	1.47%	0.77%
63	2.25%	2.56%	1.98%	1.02%	1.32%	0.69%
62	2.06%	2.35%	1.8%	0.92%	1.19%	0.62%
61	1.88%	2.15%	1.63%	0.84%	1.08%	0.56%
60	1.71%	1.96%	1.48%	0.76%	0.99%	0.51%
59	1.57%	1.8%	1.35%	0.69%	0.89%	0.46%
58	1.45%	1.67%	1.24%	0.63%	0.81%	0.42%
57	1.35%	1.56%	1.16%	0.57%	0.72%	0.39%
56	1.27%	1.47%	1.09%	0.51%	0.64%	0.35%
55	1.21%	1.4%	1.03%	0.45%	0.57%	0.32%
54	1.15%	1.33%	0.98%	0.4%	0.5%	0.29%
53	1.09%	1.27%	0.92%	0.36%	0.44%	0.27%
52	1.03%	1.2%	0.87%	0.32%	0.39%	0.25%
51	0.96%	1.12%	0.81%	0.29%	0.35%	0.23%
50	0.89%	1.04%	0.75%	0.26%	0.31%	0.21%
49	0.83%	0.96%	0.7%	0.24%	0.28%	0.19%
48	0.77%	0.89%	0.65%	0.22%	0.25%	0.18%
47	0.73%	0.84%	0.62%	0.19%	0.22%	0.16%
46	0.69%	0.8%	0.6%	0.17%	0.2%	0.15%
45	0.67%	0.76%	0.58%	0.15%	0.17%	0.13%
44	0.65%	0.74%	0.57%	0.14%	0.15%	0.12%
43	0.63%	0.71%	0.56%	0.12%	0.13%	0.11%
42	0.61%	0.69%	0.54%	0.11%	0.12%	0.1%
41	0.59%	0.66%	0.52%	0.1%	0.11%	0.09%
40	0.56%	0.63%	0.5%	0.09%	0.1%	0.09%
39	0.54%	0.6%	0.47%	0.08%	0.09%	0.08%
38	0.51%	0.58%	0.45%	0.08%	0.08%	0.07%
37	0.49%	0.56%	0.43%	0.07%	0.07%	0.07%
36	0.47%	0.54%	0.41%	0.07%	0.07%	0.07%
35	0.46%	0.53%	0.4%	0.06%	0.06%	0.06%
34	0.45%	0.52%	0.39%	0.06%	0.06%	0.06%
33	0.44%	0.51%	0.38%	0.06%	0.06%	0.05%
32	0.44%	0.5%	0.37%	0.05%	0.05%	0.05%
31	0.43%	0.49%	0.36%	0.05%	0.05%	0.05%
30	0.42%	0.48%	0.36%	0.05%	0.05%	0.05%
29	0.41%	0.47%	0.35%	0.05%	0.05%	0.05%
28	0.4%	0.47%	0.34%	0.05%	0.05%	0.04%
27	0.4%	0.46%	0.33%	0.05%	0.05%	0.04%
26	0.39%	0.46%	0.32%	0.04%	0.05%	0.04%
25	0.38%	0.46%	0.31%	0.04%	0.05%	0.04%
24	0.38%	0.46%	0.3%	0.04%	0.05%	0.04%
23	0.37%	0.46%	0.29%	0.04%	0.05%	0.04%
22	0.37%	0.45%	0.28%	0.04%	0.05%	0.03%
21	0.35%	0.44%	0.27%	0.04%	0.05%	0.03%
20	0.34%	0.41%	0.26%	0.04%	0.05%	0.03%
19	0.32%	0.38%	0.25%	0.04%	0.05%	0.03%
18	0.29%	0.34%	0.24%	0.03%	0.04%	0.03%
17	0.26%	0.31%	0.22%	0.03%	0.04%	0.02%
16	0.24%	0.27%	0.21%	0.03%	0.03%	0.02%
15	0.22%	0.24%	0.19%	0.02%	0.03%	0.02%
14	0.2%	0.22%	0.18%	0.02%	0.02%	0.02%
13	0.19%	0.21%	0.17%	0.02%	0.02%	0.01%
12	0.19%	0.2%	0.17%	0.02%	0.02%	0.01%
11	0.19%	0.21%	0.18%	0.01%	0.02%	0.01%
10	0.21%	0.23%	0.19%	0.01%	0.02%	0.01%
9	0.24%	0.26%	0.22%	0.01%	0.02%	0.01%
8	0.28%	0.3%	0.25%	0.02%	0.02%	0.01%
7	0.32%	0.35%	0.29%	0.02%	0.02%	0.02%
6	0.37%	0.41%	0.34%	0.02%	0.02%	0.02%
5	0.43%	0.47%	0.4%	0.03%	0.03%	0.02%
4	0.5%	0.54%	0.46%	0.03%	0.03%	0.03%
3	0.57%	0.61%	0.52%	0.04%	0.04%	0.04%
2	0.65%	0.69%	0.6%	0.05%	0.05%	0.05%
1	0.74%	0.79%	0.69%	0.06%	0.06%	0.07%
0	4.74%	5.25%	4.22%	1.08%	1.2%	0.96%

This chart displays the probability of dying at any given age in the DR Congo compared to Jordan, as mortality rates vary throughout a lifetime.

The annual chance of dying is 4.74% in the birth year in the DR Congo and 1.08% in Jordan, 0.42% vs 0.05% at age 30, 1.71% vs 0.76% at 60, and 10.5% vs 6.6% at 80.

Death rate by age in DR Congo vs Jordan

Chart Table

DR Congo

Male

Female

Jordan

Male

Female

1x

Age	Death rate
	DR Congo			Jordan
	Total	Male	Female	Total	Male	Female
100	0	0	0	218.3	0	476
99	62	32	91.8	482	186.2	801
98	97.5	53.2	141.6	656	293.3	1,051
97	148	85.4	210.7	866	442	1,333
96	216.9	132.6	302	1,113	634	1,645
95	307	199.2	415	1,394	868	1,983
94	420	289.7	552	1,705	1,137	2,344
93	557	407	709	2,034	1,433	2,711
92	718	552	886	2,368	1,748	3,067
91	900	721	1,082	2,692	2,076	3,389
90	1,099	907	1,294	2,995	2,411	3,660
89	1,310	1,104	1,520	3,270	2,745	3,872
88	1,528	1,304	1,756	3,508	3,064	4,025
87	1,746	1,503	1,994	3,705	3,353	4,123
86	1,959	1,699	2,225	3,855	3,592	4,173
85	2,160	1,888	2,438	3,951	3,772	4,175
84	2,342	2,067	2,625	3,990	3,885	4,129
83	2,499	2,231	2,776	3,971	3,933	4,030
82	2,625	2,371	2,886	3,896	3,922	3,878
81	2,716	2,484	2,954	3,774	3,863	3,681
80	2,771	2,565	2,983	3,615	3,764	3,450
79	2,794	2,617	2,977	3,434	3,639	3,200
78	2,791	2,641	2,945	3,241	3,495	2,947
77	2,766	2,642	2,893	3,044	3,338	2,701
76	2,724	2,624	2,827	2,849	3,174	2,468
75	2,669	2,589	2,749	2,659	3,006	2,253
74	2,597	2,537	2,657	2,479	2,837	2,054
73	2,511	2,470	2,552	2,299	2,667	1,871
72	2,412	2,389	2,435	2,121	2,496	1,700
71	2,302	2,296	2,307	1,952	2,325	1,541
70	2,185	2,196	2,173	1,792	2,155	1,392
69	2,067	2,094	2,038	1,638	1,989	1,253
68	1,952	1,995	1,907	1,491	1,826	1,122
67	1,843	1,901	1,784	1,352	1,670	1,001
66	1,741	1,811	1,668	1,223	1,522	890
65	1,642	1,725	1,559	1,105	1,385	791
64	1,545	1,637	1,452	1,000	1,262	705
63	1,448	1,546	1,349	909	1,153	632
62	1,350	1,452	1,248	830	1,056	570
61	1,254	1,356	1,151	760	969	518
60	1,164	1,265	1,061	697	889	474
59	1,082	1,181	982	639	814	435
58	1,014	1,111	915	583	740	400
57	959	1,055	862	529	667	367
56	916	1,011	819	476	596	336
55	881	976	784	427	530	307
54	848	943	751	382	470	281.1
53	813	907	717	343	417	257.5
52	774	866	680	308	371	236.6
51	729	818	639	278.7	332	218
50	683	768	597	252.7	298.4	201.3
49	639	718	559	229.3	268.1	185.8
48	602	674	527	207.5	240.2	170.9
47	572	638	503	186.9	214	156.5
46	550	611	487	167.4	189.5	142.7
45	534	590	476	149.4	167.1	129.7
44	522	573	469	133.2	147.1	117.7
43	510	558	461	119.1	129.7	107.1
42	496	541	450	107	115.1	98
41	480	523	436	97	102.9	90.2
40	461	503	418	88.5	92.9	83.6
39	442	484	398	81.4	84.6	77.8
38	424	466	380	75.4	77.7	72.7
37	408	452	363	70.2	71.9	68.1
36	396	441	350	65.6	67	63.8
35	388	434	340	61.5	62.9	60
34	381	428	333	58	59.3	56.5
33	376	423	328	54.9	56.3	53.4
32	371	418	323	52.3	53.7	50.6
31	366	412	319	50	51.6	48.3
30	361	407	313	48.2	49.9	46.2
29	355	401	307	46.7	48.8	44.4
28	350	398	299.9	45.5	48.1	42.7
27	345	397	291.6	44.6	48	41.1
26	341	398	282.8	44	48.3	39.6
25	338	400	273.8	43.6	49.1	38.1
24	335	403	265.4	43.3	50	36.6
23	331	402	258	43	50.8	35.1
22	325	397	251.5	42.5	51.3	33.6
21	315	384	245.4	41.5	50.9	32
20	302	364	238.6	39.8	49.4	30.2
19	283.9	337	229.9	37.3	46.4	28.2
18	262.3	306	218.4	33.9	42	25.9
17	238.7	272.7	204.2	30	36.6	23.4
16	215.6	241.9	188.8	26	31	20.9
15	195	215.6	174.2	22.2	25.8	18.5
14	179.5	196.1	162.6	19.1	21.6	16.4
13	170.6	184.9	156	16.7	18.5	14.8
12	169.3	182.8	155.5	15.1	16.5	13.6
11	176.5	190.4	162.3	14.3	15.5	13
10	192.5	207.9	176.9	14.1	15.3	12.8
9	218	235.8	199.9	14.6	15.9	13.3
8	252.8	273.8	231.4	15.9	17.3	14.4
7	296.1	321	270.8	17.9	19.5	16.3
6	347	376	317	21	22.5	19.4
5	404	436	370	25.2	26.4	23.9
4	466	502	429	31	31.4	30.5
3	534	573	494	38.7	37.7	39.8
2	612	653	570	48.9	45.4	52.6
1	706	750	662	62.3	54.9	70.1
0	4,741	5,250	4,223	1,081	1,195	960

This chart shows the number of deaths by age up to 100 for 3 cohorts of 100,000 newborns each — male, female, and both combined — illustrating how expected mortality is distributed throughout life.

In the DR Congo, the most common age of death is 0, compared to 84 in Jordan. The median age of death is 70.9 in the DR Congo and 81.3 in Jordan, meaning only half of each cohort is expected to live past that age.

Note that this chart does not show rates per 100,000 population, as those would be skewed by age structure differences and reflect the demographics of the DR Congo and Jordan more than their death rates.

Life expectancy in other countries

+ -

1x