High Frequency Phone Survey 2020-2021
Gambia, 2020 - 2021
Get MicrodataCreated on
Jan 03, 2022
Last modified
Jan 03, 2022
Page views
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- Data files
- hhroster_wave1.dta
- mktroster.dta
- GAMBIA_COVID_19_weighted_cleaned_wave1.dta
- income_loss.dta
- s13shockroster.dta
- s13q5.dta
- hhroster_wave2_annonymized.dta
- mktroster_wave2.dta
- GAMBIA_COVID_19Wave2.dta
- income_loss_wave2.dta
- s3service_wave2.dta
- hhroster_wave3_anonymised.dta
- mktroster_wave3.dta
- GAMBIA_COVID_19Wave3_cleaned_anonymised.dta
- income_loss_wave3.dta
- s3service_wave3.dta
- hhroster_wave4_anonymised.dta
- GAMBIA_COVID_19Wave4_anonymised.dta
-
informal
employment_wave4.dta - hhroster_wave5.dta
- GAMBIA_COVID_19Wave5_anonymised_weighted.dta
- hhroster_wave6.dta
- GAMBIA_COVID_19Wave6_anonymised_weighted.dta
- hhroster_wave7.dta
- GAMBIA_COVID_19Wave7_anonymised_weighted.dta
- hhroster_wave8.dta
- mktroster__wave8.dta
- GAMBIA_COVID_19Wave8_weighted.dta
- income_loss_wave8.dta
- s3service__wave8.dta
- hhroster_anonymised__wave9.dta
- GAMBIA_COVID_19Wave9_weighted.dta
- income_loss__wave9.dta
- hhroster_anonymised_wave10.dta
- GAMBIA_COVID_19Wave10_weighted.dta
- income_loss_wave10.dta
S20Q6. What is the highest amount you would agree to pay for the coronavirus vac (s20q6)
Data file: GAMBIA_COVID_19Wave3_cleaned_anonymised.dta
Overview
Valid:
820
Invalid:
515
Minimum:
1
Maximum:
6
Type:
Discrete
Decimal:
0
Start:
1255
End:
1255
Width:
1
Range:
1 - 6
Format:
Numeric
Questions and instructions
Literal question
S20Q6. What is the highest amount you would agree to pay for the coronavirus vaccine?
Categories
| Value | Category | Cases | |
|---|---|---|---|
| 1 | Less than GMD 100 | 569 |
69.4%
|
| 2 | From GMD 500 to less than GMD 1000 | 185 |
22.6%
|
| 3 | From GMD 1000 to less than GMD 2000 | 14 |
1.7%
|
| 4 | From GMD 2000 to less than GMD 5000 | 6 |
0.7%
|
| 5 | From GMD 5000 to less than GMD 7000 | 4 |
0.5%
|
| 6 | GMD 7000 and more | 42 |
5.1%
|
| Sysmiss | 515 |
Warning: these figures indicate the number of cases found in the data file. They cannot be interpreted as summary statistics of the population of interest.