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Exercise 8.47 |
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What is the elasticity of poverty with respect to EXPEQ? Compute this for
the different DEPT. |
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Answer |
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STEP
1:
Initialising the sampling weight: EDIT|Set
Sample Design |
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STEP
2: Use the DAD Application:
POVERTY|FGT-Elasticity |

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RESULTS |
FGT-Elasticity : Growth (mu_y)
| Session Date |
Thu Sep 02 11:40:14 EDT 2004
|
| Execution Time |
0.047 sec |
| FileName |
ESPMEN.daf |
| OBS |
2000 |
| Sampling Weight |
WEIGHT |
| Variable of interest |
EXPEQ |
| Size variable |
SIZE |
| Group variable |
No Selection |
| Group Number |
1 |
| Option |
Standard Deviation=Yes |
| Parameter |
Poverty line=60000 |
| |
alpha=1.0 |
| Estimate |
-0.23813331 |
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(0.00583075) |
FGT-Elasticity : Growth (mu_y)
| Session Date |
Thu Sep 02 11:41:44 EDT 2004
|
| Execution Time |
0.047 sec |
| FileName |
ESPMEN.daf |
| OBS |
2000 |
| Sampling Weight |
WEIGHT |
| Variable of interest |
EXPEQ |
| Size variable |
SIZE |
| Group variable |
DEPT |
| Group Number |
1 |
| Option |
Standard Deviation=Yes |
| Parameter |
Poverty line=60000 |
| |
alpha=1.0 |
| Estimate |
-0.25838010 |
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(0.00969364) |
FGT-Elasticity : Growth (mu_y)
| Session Date |
Thu Sep 02 11:42:09 EDT 2004
|
| Execution Time |
0.032 sec |
| FileName |
ESPMEN.daf |
| OBS |
2000 |
| Sampling Weight |
WEIGHT |
| Variable of interest |
EXPEQ |
| Size variable |
SIZE |
| Group variable |
DEPT |
| Group Number |
2 |
| Option |
Standard Deviation=Yes |
| Parameter |
Poverty line=60000 |
| |
alpha=1.0 |
| Estimate |
-0.23564793 |
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(0.00878409) |
FGT-Elasticity : Growth (mu_y)
| Session Date |
Thu Sep 02 11:43:01 EDT 2004
|
| Execution Time |
0.031 sec |
| FileName |
ESPMEN.daf |
| OBS |
2000 |
| Sampling Weight |
WEIGHT |
| Variable of interest |
EXPEQ |
| Size variable |
SIZE |
| Group variable |
DEPT |
| Group Number |
3 |
| Option |
Standard Deviation=Yes |
| Parameter |
Poverty line=60000 |
| |
alpha=1.0 |
| Estimate |
-0.20973133 |
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(0.00940251) |
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