Life Expectancy in Chad vs Eswatini (1950-2026)

Life expectancy by current age

Chart Table

Chad

Male

Female

Eswatini

Male

Female

1x

Current age, years	Total life expectancy, years
	Chad			Eswatini
	Average	Male	Female	Average	Male	Female
100	101.6	101.6	101.7	102	101.9	102.1
99	100.7	100.6	100.8	101.1	101.1	101.2
98	99.8	99.7	99.9	100.3	100.2	100.3
97	98.9	98.7	99	99.4	99.3	99.4
96	98	97.8	98.1	98.5	98.5	98.6
95	97.1	96.9	97.2	97.7	97.6	97.7
94	96.2	96	96.3	96.8	96.8	96.9
93	95.3	95.1	95.5	96	95.9	96.1
92	94.5	94.2	94.6	95.2	95.1	95.3
91	93.6	93.4	93.8	94.4	94.3	94.5
90	92.8	92.5	92.9	93.6	93.5	93.7
89	92	91.7	92.1	92.9	92.7	93
88	91.2	90.9	91.4	92.1	92	92.2
87	90.4	90.1	90.6	91.4	91.2	91.5
86	89.6	89.4	89.8	90.7	90.5	90.8
85	88.9	88.6	89.1	90	89.8	90.2
84	88.1	87.8	88.3	89.4	89.1	89.5
83	87.4	87.1	87.6	88.7	88.4	88.9
82	86.7	86.4	86.9	88.1	87.8	88.3
81	86	85.7	86.2	87.5	87.2	87.7
80	85.3	85	85.6	86.9	86.6	87.2
79	84.6	84.3	84.9	86.4	86	86.6
78	84	83.7	84.3	85.8	85.4	86.1
77	83.4	83	83.7	85.3	84.8	85.6
76	82.8	82.4	83.1	84.7	84.2	85.1
75	82.2	81.8	82.5	84.2	83.6	84.6
74	81.6	81.2	82	83.7	83	84.1
73	81.1	80.7	81.4	83.1	82.5	83.6
72	80.5	80.1	80.9	82.6	81.9	83.1
71	80	79.6	80.4	82.1	81.4	82.7
70	79.5	79.1	79.9	81.6	80.8	82.2
69	79.1	78.6	79.5	81.1	80.3	81.8
68	78.6	78.1	79	80.7	79.7	81.3
67	78.2	77.6	78.6	80.2	79.2	80.9
66	77.7	77.2	78.2	79.7	78.7	80.5
65	77.3	76.7	77.8	79.3	78.1	80.1
64	76.9	76.3	77.4	78.8	77.6	79.7
63	76.5	75.9	77.1	78.4	77.1	79.4
62	76.2	75.5	76.7	78	76.7	79
61	75.8	75.1	76.4	77.6	76.2	78.7
60	75.4	74.7	76.1	77.2	75.8	78.3
59	75.1	74.4	75.8	76.9	75.3	78
58	74.8	74	75.5	76.5	74.9	77.7
57	74.5	73.7	75.2	76.2	74.5	77.4
56	74.2	73.4	74.9	75.8	74.1	77.2
55	73.9	73	74.7	75.5	73.8	76.9
54	73.6	72.7	74.4	75.2	73.4	76.6
53	73.3	72.4	74.1	74.9	73	76.4
52	73	72.1	73.9	74.6	72.7	76.1
51	72.7	71.7	73.6	74.3	72.3	75.9
50	72.4	71.4	73.4	74	72	75.7
49	72.2	71.1	73.2	73.7	71.7	75.4
48	71.9	70.9	72.9	73.5	71.4	75.2
47	71.7	70.6	72.7	73.2	71.1	75
46	71.4	70.3	72.5	72.9	70.8	74.8
45	71.1	70	72.2	72.7	70.5	74.6
44	70.9	69.7	72	72.5	70.2	74.4
43	70.6	69.5	71.8	72.2	70	74.2
42	70.4	69.2	71.5	72	69.7	74.1
41	70.1	68.9	71.3	71.8	69.4	73.9
40	69.9	68.7	71	71.6	69.2	73.7
39	69.6	68.4	70.8	71.4	69	73.5
38	69.4	68.1	70.6	71.2	68.7	73.4
37	69.1	67.9	70.3	71	68.5	73.2
36	68.9	67.6	70.1	70.8	68.3	73.1
35	68.6	67.4	69.9	70.6	68.1	72.9
34	68.4	67.1	69.6	70.4	67.9	72.8
33	68.1	66.9	69.4	70.3	67.7	72.7
32	67.9	66.6	69.2	70.1	67.5	72.5
31	67.7	66.4	69	70	67.4	72.4
30	67.4	66.1	68.7	69.8	67.2	72.3
29	67.2	65.8	68.5	69.7	67	72.2
28	66.9	65.6	68.3	69.5	66.9	72.1
27	66.7	65.3	68.1	69.4	66.7	71.9
26	66.4	65.1	67.9	69.3	66.6	71.8
25	66.2	64.8	67.6	69.2	66.4	71.7
24	66	64.5	67.4	69	66.3	71.6
23	65.7	64.2	67.2	68.9	66.2	71.6
22	65.5	63.9	67	68.8	66	71.5
21	65.2	63.7	66.8	68.7	65.9	71.4
20	65	63.4	66.6	68.6	65.8	71.3
19	64.8	63.2	66.4	68.5	65.7	71.2
18	64.6	62.9	66.2	68.4	65.6	71.2
17	64.4	62.7	66	68.4	65.5	71.1
16	64.2	62.5	65.8	68.3	65.4	71
15	64	62.4	65.7	68.2	65.4	71
14	63.8	62.2	65.5	68.2	65.3	70.9
13	63.7	62	65.4	68.1	65.3	70.9
12	63.5	61.8	65.2	68.1	65.2	70.8
11	63.3	61.7	65	68.1	65.2	70.8
10	63.1	61.4	64.8	68	65.2	70.8
9	62.9	61.2	64.6	68	65.1	70.7
8	62.6	60.9	64.3	67.9	65.1	70.7
7	62.2	60.5	63.9	67.9	65	70.6
6	61.8	60.1	63.5	67.8	64.9	70.5
5	61.4	59.7	63.1	67.7	64.9	70.5
4	60.9	59.2	62.6	67.6	64.8	70.4
3	60.4	58.7	62.1	67.5	64.6	70.2
2	59.8	58.1	61.5	67.3	64.4	70
1	59.2	57.5	61	67	64.1	69.7
0	55.6	53.7	57.6	64.5	61.6	67.4

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 Chad can expect to live to 67.4 years compared to 69.8 in Eswatini, rising to 77.3 and 79.3 at 65, and to 85.3 and 86.9 at 80 — higher than the 55.6 and 64.5 years calculated at birth.

The chart above accounts for remaining lifespan and displays total life expectancy by age and gender in Chad and Eswatini.

Probability of surviving to a given age

Chart Table

Chad

Male

Female

Eswatini

Male

Female

1x

Age	Survival probability
	Chad			Eswatini
	Average	Male	Female	Average	Male	Female
100	0.03%	0.01%	0.05%	0.28%	0.17%	0.38%
99	0.05%	0.02%	0.09%	0.43%	0.26%	0.58%
98	0.09%	0.04%	0.15%	0.64%	0.4%	0.87%
97	0.15%	0.08%	0.24%	0.94%	0.59%	1.27%
96	0.25%	0.13%	0.38%	1.34%	0.85%	1.8%
95	0.38%	0.22%	0.57%	1.86%	1.2%	2.49%
94	0.58%	0.35%	0.84%	2.53%	1.65%	3.36%
93	0.86%	0.54%	1.22%	3.35%	2.22%	4.42%
92	1.25%	0.82%	1.72%	4.35%	2.92%	5.7%
91	1.75%	1.19%	2.36%	5.52%	3.76%	7.18%
90	2.39%	1.68%	3.15%	6.89%	4.75%	8.9%
89	3.18%	2.31%	4.11%	8.43%	5.89%	10.8%
88	4.13%	3.08%	5.25%	10.2%	7.17%	12.9%
87	5.24%	4%	6.56%	12%	8.6%	15.2%
86	6.52%	5.08%	8.05%	14.1%	10.2%	17.6%
85	7.98%	6.32%	9.72%	16.2%	11.8%	20.2%
84	9.61%	7.74%	11.6%	18.4%	13.6%	22.8%
83	11.4%	9.31%	13.6%	20.6%	15.4%	25.4%
82	13.4%	11%	15.8%	22.9%	17.3%	28%
81	15.4%	12.9%	18.1%	25.1%	19.2%	30.6%
80	17.6%	14.9%	20.5%	27.4%	21.2%	33.1%
79	19.9%	16.9%	23%	29.6%	23.1%	35.6%
78	22.2%	19.1%	25.4%	31.8%	25.1%	38.1%
77	24.5%	21.2%	27.9%	34.1%	27.2%	40.6%
76	26.9%	23.5%	30.4%	36.3%	29.2%	43%
75	29.2%	25.7%	32.9%	38.6%	31.3%	45.4%
74	31.6%	27.9%	35.3%	40.8%	33.4%	47.7%
73	33.9%	30.2%	37.7%	43%	35.5%	50%
72	36.1%	32.3%	40%	45.2%	37.7%	52.3%
71	38.3%	34.5%	42.3%	47.4%	39.8%	54.4%
70	40.4%	36.6%	44.4%	49.5%	41.9%	56.5%
69	42.4%	38.5%	46.5%	51.5%	44%	58.5%
68	44.4%	40.5%	48.4%	53.5%	46.1%	60.5%
67	46.2%	42.3%	50.2%	55.5%	48.2%	62.4%
66	48%	44.1%	52%	57.4%	50.3%	64.2%
65	49.6%	45.8%	53.6%	59.4%	52.4%	66%
64	51.2%	47.5%	55.2%	61.2%	54.4%	67.6%
63	52.8%	49%	56.6%	62.9%	56.4%	69.2%
62	54.2%	50.5%	58%	64.6%	58.3%	70.7%
61	55.6%	52%	59.3%	66.1%	60.1%	72.1%
60	56.8%	53.3%	60.5%	67.6%	61.8%	73.4%
59	58.1%	54.6%	61.6%	69.1%	63.5%	74.6%
58	59.2%	55.9%	62.7%	70.4%	65.1%	75.8%
57	60.3%	57%	63.7%	71.7%	66.6%	76.8%
56	61.3%	58.2%	64.6%	72.9%	68.1%	77.9%
55	62.3%	59.3%	65.5%	74.1%	69.5%	78.9%
54	63.3%	60.4%	66.4%	75.3%	70.9%	79.8%
53	64.3%	61.4%	67.3%	76.4%	72.2%	80.7%
52	65.2%	62.4%	68.1%	77.4%	73.4%	81.5%
51	66%	63.3%	68.8%	78.4%	74.6%	82.3%
50	66.8%	64.3%	69.6%	79.4%	75.8%	83.1%
49	67.6%	65.1%	70.2%	80.3%	76.9%	83.8%
48	68.4%	66%	70.9%	81.2%	77.9%	84.5%
47	69.1%	66.8%	71.6%	82%	78.9%	85.1%
46	69.8%	67.6%	72.2%	82.8%	79.9%	85.8%
45	70.5%	68.3%	72.8%	83.5%	80.8%	86.3%
44	71.2%	69.1%	73.4%	84.2%	81.7%	86.9%
43	71.9%	69.8%	74.1%	84.9%	82.5%	87.4%
42	72.6%	70.5%	74.7%	85.6%	83.3%	87.9%
41	73.2%	71.2%	75.3%	86.2%	84%	88.4%
40	73.8%	71.9%	75.9%	86.8%	84.7%	88.8%
39	74.4%	72.5%	76.4%	87.3%	85.4%	89.3%
38	75%	73.2%	77%	87.8%	86%	89.7%
37	75.6%	73.8%	77.6%	88.3%	86.7%	90.1%
36	76.2%	74.4%	78.1%	88.8%	87.2%	90.4%
35	76.7%	75%	78.6%	89.3%	87.8%	90.8%
34	77.3%	75.5%	79.1%	89.7%	88.3%	91.1%
33	77.8%	76.1%	79.6%	90.1%	88.8%	91.4%
32	78.4%	76.7%	80.1%	90.5%	89.2%	91.7%
31	78.9%	77.3%	80.6%	90.8%	89.7%	92%
30	79.4%	77.8%	81.1%	91.2%	90.1%	92.3%
29	79.9%	78.4%	81.5%	91.5%	90.5%	92.5%
28	80.4%	78.9%	82%	91.8%	90.8%	92.8%
27	80.9%	79.5%	82.4%	92.1%	91.2%	93%
26	81.4%	80%	82.9%	92.4%	91.5%	93.2%
25	81.9%	80.6%	83.3%	92.6%	91.8%	93.4%
24	82.4%	81.1%	83.7%	92.9%	92.1%	93.6%
23	82.9%	81.7%	84.1%	93.1%	92.4%	93.8%
22	83.4%	82.3%	84.5%	93.3%	92.7%	93.9%
21	83.8%	82.8%	84.9%	93.5%	92.9%	94.1%
20	84.3%	83.3%	85.2%	93.7%	93.2%	94.3%
19	84.7%	83.8%	85.6%	93.9%	93.4%	94.4%
18	85.1%	84.2%	86%	94%	93.6%	94.5%
17	85.4%	84.6%	86.3%	94.2%	93.7%	94.6%
16	85.8%	84.9%	86.6%	94.3%	93.9%	94.7%
15	86.1%	85.2%	86.9%	94.4%	94%	94.8%
14	86.3%	85.5%	87.2%	94.5%	94.1%	94.9%
13	86.6%	85.8%	87.4%	94.6%	94.2%	95%
12	86.9%	86.2%	87.7%	94.7%	94.3%	95%
11	87.2%	86.5%	88%	94.7%	94.3%	95.1%
10	87.6%	86.9%	88.3%	94.8%	94.4%	95.2%
9	88%	87.3%	88.7%	94.9%	94.5%	95.2%
8	88.5%	87.8%	89.2%	94.9%	94.6%	95.3%
7	89%	88.3%	89.7%	95%	94.7%	95.4%
6	89.7%	89%	90.4%	95.1%	94.8%	95.5%
5	90.4%	89.7%	91.1%	95.2%	94.9%	95.6%
4	91.2%	90.5%	91.8%	95.4%	95%	95.8%
3	92%	91.4%	92.6%	95.6%	95.3%	96%
2	92.9%	92.3%	93.5%	95.9%	95.6%	96.3%
1	93.8%	93.3%	94.4%	96.4%	96%	96.8%

This chart shows the odds of living to each age from birth. 56.8% of newborns in Chad and 67.6% in Eswatini are expected to live past 60, 40.4% and 49.5% past 70, 17.6% and 27.4% past 80, and only 2.39% and 6.89% past 90.

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

Odds of dying at each age

Chart Table

Chad

Male

Female

Eswatini

Male

Female

1x

Age	Probability of dying
	Chad			Eswatini
	Average	Male	Female	Average	Male	Female
100	45.3%	48.2%	42.7%	36.9%	37.3%	36.7%
99	43.5%	46.4%	41.1%	35.3%	35.7%	35.1%
98	41.6%	44.6%	39.2%	33.2%	33.9%	32.9%
97	39.7%	42.8%	37.5%	31.6%	32.3%	31.3%
96	37.9%	41%	35.8%	29.9%	30.7%	29.6%
95	36.1%	39.2%	34.1%	28.2%	29%	27.8%
94	34.3%	37.4%	32.5%	26.4%	27.4%	25.9%
93	32.5%	35.5%	30.8%	24.6%	25.7%	24.1%
92	30.7%	33.5%	29%	23%	24%	22.4%
91	28.8%	31.4%	27.1%	21.2%	22.3%	20.6%
90	26.8%	29.2%	25.2%	19.9%	20.8%	19.3%
89	24.8%	27.1%	23.4%	18.3%	19.3%	17.7%
88	22.9%	25%	21.6%	16.9%	17.9%	16.3%
87	21.2%	23%	20%	15.6%	16.6%	15%
86	19.7%	21.3%	18.5%	14.4%	15.4%	13.8%
85	18.3%	19.7%	17.2%	13.1%	14.1%	12.6%
84	17%	18.3%	16.1%	12%	13%	11.4%
83	15.8%	16.9%	14.9%	10.9%	11.9%	10.3%
82	14.6%	15.6%	13.8%	9.89%	10.9%	9.36%
81	13.5%	14.4%	12.8%	8.87%	9.88%	8.35%
80	12.4%	13.3%	11.7%	8.18%	9.12%	7.67%
79	11.3%	12.2%	10.7%	7.55%	8.49%	7.01%
78	10.4%	11.2%	9.75%	7.09%	7.99%	6.55%
77	9.52%	10.3%	8.91%	6.58%	7.47%	6.04%
76	8.74%	9.45%	8.16%	6.21%	7.06%	5.65%
75	8.03%	8.7%	7.5%	5.84%	6.67%	5.27%
74	7.39%	8.01%	6.89%	5.48%	6.3%	4.9%
73	6.8%	7.36%	6.33%	5.13%	5.95%	4.56%
72	6.24%	6.76%	5.8%	4.83%	5.64%	4.27%
71	5.71%	6.19%	5.3%	4.48%	5.3%	3.93%
70	5.22%	5.66%	4.84%	4.27%	5.07%	3.73%
69	4.76%	5.18%	4.4%	3.99%	4.78%	3.44%
68	4.35%	4.75%	4.01%	3.78%	4.56%	3.23%
67	3.99%	4.37%	3.66%	3.55%	4.35%	3.02%
66	3.67%	4.04%	3.35%	3.36%	4.16%	2.84%
65	3.38%	3.74%	3.07%	3.22%	4%	2.69%
64	3.12%	3.47%	2.81%	2.98%	3.73%	2.47%
63	2.88%	3.22%	2.58%	2.76%	3.48%	2.27%
62	2.66%	2.98%	2.36%	2.56%	3.25%	2.1%
61	2.45%	2.76%	2.16%	2.36%	3.01%	1.92%
60	2.25%	2.55%	1.98%	2.22%	2.83%	1.79%
59	2.08%	2.37%	1.83%	2.06%	2.61%	1.64%
58	1.94%	2.2%	1.69%	1.93%	2.44%	1.53%
57	1.81%	2.07%	1.57%	1.8%	2.29%	1.42%
56	1.71%	1.95%	1.48%	1.7%	2.15%	1.33%
55	1.62%	1.86%	1.39%	1.61%	2.04%	1.25%
54	1.54%	1.77%	1.32%	1.52%	1.92%	1.17%
53	1.46%	1.68%	1.25%	1.43%	1.81%	1.1%
52	1.38%	1.6%	1.18%	1.36%	1.72%	1.04%
51	1.31%	1.51%	1.11%	1.28%	1.61%	0.97%
50	1.23%	1.42%	1.05%	1.22%	1.53%	0.92%
49	1.16%	1.34%	0.99%	1.14%	1.43%	0.86%
48	1.1%	1.27%	0.94%	1.07%	1.35%	0.81%
47	1.05%	1.21%	0.9%	1.01%	1.26%	0.75%
46	1.02%	1.16%	0.88%	0.95%	1.19%	0.71%
45	0.99%	1.12%	0.86%	0.9%	1.12%	0.67%
44	0.96%	1.08%	0.85%	0.84%	1.05%	0.63%
43	0.94%	1.05%	0.83%	0.79%	0.99%	0.6%
42	0.91%	1.01%	0.82%	0.75%	0.94%	0.57%
41	0.89%	0.97%	0.8%	0.71%	0.89%	0.54%
40	0.86%	0.93%	0.78%	0.68%	0.85%	0.51%
39	0.82%	0.9%	0.76%	0.64%	0.79%	0.48%
38	0.79%	0.86%	0.73%	0.6%	0.75%	0.46%
37	0.77%	0.83%	0.7%	0.56%	0.7%	0.43%
36	0.74%	0.81%	0.68%	0.53%	0.66%	0.41%
35	0.73%	0.79%	0.66%	0.5%	0.62%	0.39%
34	0.71%	0.77%	0.65%	0.47%	0.58%	0.36%
33	0.69%	0.76%	0.63%	0.44%	0.55%	0.34%
32	0.68%	0.74%	0.62%	0.42%	0.51%	0.32%
31	0.67%	0.73%	0.6%	0.39%	0.48%	0.3%
30	0.65%	0.72%	0.59%	0.37%	0.46%	0.29%
29	0.64%	0.7%	0.57%	0.35%	0.43%	0.27%
28	0.63%	0.7%	0.56%	0.33%	0.41%	0.26%
27	0.62%	0.69%	0.54%	0.32%	0.39%	0.25%
26	0.61%	0.69%	0.52%	0.3%	0.36%	0.23%
25	0.6%	0.7%	0.5%	0.28%	0.35%	0.22%
24	0.59%	0.7%	0.48%	0.27%	0.33%	0.2%
23	0.58%	0.69%	0.47%	0.25%	0.31%	0.19%
22	0.57%	0.67%	0.46%	0.24%	0.29%	0.18%
21	0.55%	0.64%	0.45%	0.22%	0.27%	0.17%
20	0.52%	0.6%	0.44%	0.2%	0.25%	0.16%
19	0.49%	0.56%	0.43%	0.19%	0.23%	0.15%
18	0.46%	0.5%	0.41%	0.17%	0.21%	0.13%
17	0.42%	0.46%	0.39%	0.15%	0.17%	0.12%
16	0.39%	0.41%	0.36%	0.13%	0.15%	0.11%
15	0.36%	0.38%	0.33%	0.11%	0.12%	0.1%
14	0.33%	0.36%	0.31%	0.09%	0.11%	0.08%
13	0.33%	0.35%	0.3%	0.08%	0.09%	0.08%
12	0.33%	0.36%	0.31%	0.08%	0.08%	0.07%
11	0.36%	0.38%	0.33%	0.07%	0.08%	0.07%
10	0.4%	0.43%	0.38%	0.07%	0.08%	0.07%
9	0.46%	0.49%	0.44%	0.08%	0.08%	0.07%
8	0.54%	0.56%	0.52%	0.08%	0.09%	0.08%
7	0.63%	0.65%	0.61%	0.09%	0.1%	0.09%
6	0.72%	0.74%	0.7%	0.1%	0.11%	0.1%
5	0.79%	0.81%	0.77%	0.12%	0.13%	0.12%
4	0.86%	0.88%	0.83%	0.16%	0.16%	0.16%
3	0.91%	0.94%	0.88%	0.22%	0.22%	0.22%
2	0.95%	1%	0.91%	0.32%	0.32%	0.32%
1	1%	1.05%	0.94%	0.5%	0.48%	0.52%
0	6.17%	6.71%	5.62%	3.6%	3.97%	3.23%

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

The annual chance of dying is 6.17% in the birth year in Chad and 3.6% in Eswatini, 0.65% vs 0.37% at age 30, 2.25% vs 2.22% at 60, and 12.4% vs 8.18% at 80.

Death rate by age in Chad vs Eswatini

Chart Table

Chad

Male

Female

Eswatini

Male

Female

1x

Age	Death rate
	Chad			Eswatini
	Total	Male	Female	Total	Male	Female
100	0	0	0	36.6	16	56.8
99	23.3	11.5	37.6	150.8	94.3	204.8
98	38.2	20	59.2	212.7	135.1	286.8
97	60.5	33.6	90.5	295.9	190.3	396
96	92.7	54.6	134.5	400	260.9	532
95	138.3	86	194.6	524	348	691
94	200.2	131	274.1	666	452	868
93	281.4	192.9	375	825	570	1,064
92	383	273.9	498	999	702	1,275
91	504	374	640	1,171	838	1,479
90	641	492	796	1,369	990	1,719
89	790	625	961	1,543	1,137	1,915
88	947	769	1,133	1,718	1,287	2,112
87	1,112	921	1,309	1,878	1,430	2,285
86	1,283	1,081	1,491	2,022	1,563	2,440
85	1,458	1,246	1,676	2,122	1,670	2,534
84	1,632	1,412	1,859	2,208	1,771	2,609
83	1,801	1,574	2,033	2,246	1,837	2,629
82	1,953	1,726	2,186	2,264	1,889	2,625
81	2,082	1,861	2,309	2,228	1,901	2,554
80	2,183	1,973	2,398	2,237	1,930	2,541
79	2,257	2,064	2,453	2,235	1,964	2,497
78	2,306	2,132	2,481	2,258	2,010	2,497
77	2,335	2,183	2,489	2,245	2,031	2,450
76	2,348	2,217	2,483	2,255	2,065	2,431
75	2,348	2,235	2,465	2,254	2,088	2,392
74	2,333	2,237	2,433	2,237	2,105	2,342
73	2,302	2,221	2,386	2,210	2,116	2,283
72	2,253	2,186	2,322	2,184	2,126	2,231
71	2,187	2,135	2,241	2,123	2,109	2,140
70	2,108	2,070	2,148	2,112	2,126	2,105
69	2,021	1,997	2,046	2,055	2,105	2,011
68	1,932	1,923	1,942	2,022	2,103	1,953
67	1,844	1,850	1,839	1,971	2,096	1,884
66	1,760	1,780	1,740	1,929	2,091	1,822
65	1,679	1,713	1,644	1,910	2,096	1,776
64	1,599	1,647	1,551	1,823	2,030	1,669
63	1,520	1,579	1,460	1,735	1,962	1,572
62	1,439	1,507	1,370	1,653	1,895	1,481
61	1,359	1,434	1,283	1,560	1,809	1,380
60	1,282	1,361	1,200	1,503	1,753	1,315
59	1,210	1,292	1,125	1,422	1,658	1,223
58	1,147	1,232	1,059	1,359	1,590	1,157
57	1,093	1,180	1,003	1,288	1,523	1,090
56	1,048	1,137	955	1,236	1,466	1,037
55	1,009	1,100	914	1,191	1,415	984
54	974	1,067	877	1,141	1,361	937
53	939	1,033	840	1,093	1,309	890
52	902	997	803	1,054	1,261	851
51	863	957	765	1,003	1,204	799
50	824	915	728	971	1,163	767
49	787	875	694	917	1,100	719
48	755	839	667	870	1,049	680
47	729	808	647	824	997	641
46	710	784	633	784	949	607
45	696	764	626	749	907	579
44	686	747	622	707	860	548
43	676	731	618	673	820	523
42	664	713	613	644	784	501
41	649	692	604	612	744	474
40	632	671	592	588	716	456
39	614	649	577	555	676	431
38	596	630	562	527	644	411
37	581	613	546	499	610	388
36	567	601	533	473	576	369
35	557	591	521	449	546	350
34	548	584	510	422	514	329
33	540	577	502	398	484	312
32	533	570	494	377	458	296
31	526	563	486	355	431	278.1
30	518	557	478	341	413	267.6
29	511	552	469	323	389	253.5
28	504	549	457	307	370	240
27	499	551	445	291.7	351	227.8
26	494	555	431	276.2	333	215.1
25	490	561	417	261.8	318	202.5
24	486	565	405	247.4	301	191.2
23	481	563	395	233.7	286.1	180
22	472	553	388	219.9	269.6	169.1
21	460	533	383	205.3	251.3	158.1
20	442	503	378	191.5	232.5	149.8
19	419	466	369	175.6	212.4	138.7
18	391	425	355	159.8	192.1	127.6
17	361	385	335	139.6	164	115
16	331	350	311	120.6	137.9	103
15	306	322	288.4	104.1	116.5	91.4
14	288.3	304	271.5	89.6	99	80.1
13	282.1	298.8	264.7	79.4	86.7	72.1
12	289.1	307	270.6	73.2	79.9	66.5
11	312	330	292.4	70.4	76.6	64.2
10	351	370	331	70.1	75.1	65
9	408	426	389	72.6	77.3	67.9
8	480	496	462	78.5	83.5	73.3
7	560	574	545	87.5	92.4	82.5
6	642	655	628	98.8	102.8	94.8
5	717	731	702	116.9	119.6	114.1
4	782	800	763	153.1	156.5	149.6
3	837	861	811	209.5	211.6	207.2
2	886	919	852	303	302	304
1	935	978	890	481	464	498
0	6,172	6,706	5,623	3,605	3,974	3,230

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 Chad, the most common age of death is 0, compared to 0 in Eswatini. The median age of death is 64.8 in Chad and 69.7 in Eswatini, 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 Chad and Eswatini more than their death rates.

Life expectancy in other countries

+ -

1x