Discount Rate for Health Benefits and the Value of Life in India
Discount Rate for Health Benefits and the Value of Life in India
Discount Rate for Health Benefits and the Value of Life in India
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Table 2: Non-l<strong>in</strong>ear Least Square Estimates <strong>of</strong> <strong>the</strong> Market Wage<br />
Equation<br />
Risk Measure 1 Risk Measure 2<br />
Variables<br />
(=p)<br />
(=p*DANGER)<br />
(1) (2)<br />
Region1 x Job Risk 0.0617 (5.735) 0.0620 (5.765)<br />
Region1 x Job Risk 2<br />
-0.0015 (3.440) -0.0016 (3.522)<br />
Region 2 x Job Risk 0.0146 (2.072) 0.0196 (2.703)<br />
Region 2 x Job Risk 2<br />
0.0002 (0.509) 0.0000 (0.036)<br />
Region 3 x Job Risk 0.0421 (5.292) 0.0440 (5.330)<br />
Region 3 x Job Risk 2<br />
-0.0008 (2.394) -0.0009 (2.417)<br />
Region 4 x Job Risk 0.0350 (1.864) 0.0335 (1.807)<br />
Region 4 x Job Risk 2<br />
-0.0006 (0.575) -0.0005 (0.499)<br />
High School Education 0.3248 (9.383) 0.3335 (9.862)<br />
Higher Secondary Education 0.3815 (11.208) 0.3931 (11.822)<br />
College Education 0.5159 (8.916) 0.5168 (9.088)<br />
Job Experience 0.0343 (16.541) 0.0349 (17.202)<br />
Backward Community 0.2231 (8.062) 0.2219 (8.114)<br />
Union Status 0.2765 (8.677) 0.2607 (8.278)<br />
Firm Size 0.0001 (2.453) 0.0001 (2.120)<br />
Supervisory Status 0.0163 (0.393) 0.0224 (0.545)<br />
Job Security 0.1871 (6.085) 0.2099 (6.893)<br />
Decision-mak<strong>in</strong>g 0.1799 (4.812) 0.1541 (4.172)<br />
Irregular Work Hours 0.1049 (3.594) 0.0944 (3.259)<br />
R 2 [Adjusted R 2 ] 0.4678 [0.4488] 0.4798 [0.4612]<br />
Figures <strong>in</strong> paren<strong>the</strong>ses are absolute t values.<br />
A more or less similar results obta<strong>in</strong>ed <strong>in</strong> column 2 <strong>of</strong> table 2<br />
where <strong>the</strong> risk measure 2 (i.e., p x DANGER) is utilized. The value a<br />
statistical life is estimated as Rs. 14.9 million, Rs. 20.9 million, Rs. 26.2<br />
million <strong>and</strong> Rs. 30.2 million <strong>in</strong> Region1, Region 2, Region 3 <strong>and</strong> Region 4<br />
respectively. Given that mean values <strong>of</strong> fatal risk are 15.1, 10.4, 9.9 <strong>and</strong><br />
7.2 <strong>in</strong> respective regions, we can <strong>in</strong>fer that on an average although<br />
workers <strong>in</strong> regions 1 <strong>and</strong> 2 face more risks than <strong>the</strong>ir counterparts <strong>in</strong><br />
o<strong>the</strong>r regions, <strong>the</strong>y dem<strong>and</strong> less compensation <strong>for</strong> fac<strong>in</strong>g risks <strong>and</strong> so<br />
<strong>the</strong>y are more risk-lover.<br />
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