- 港大民研 HKUPOP

調查日期：26-29/9/05
Date of survey : 26-29/9/05

特首即將要發表其第XXX份施政報告,你認為他應重點處理甚麼問題?
The Chief Executive will soon announce his XXX policy address. Which aspect, do you think, should he regard as the point of focus?

項目 Items	第一份 First
經濟發展 Economic development	37.9%
勞工及就業 Labour and employment	19.6%
社會福利 Social welfare	7.4%
醫療 Medical policy	5.4%
政制發展 Political development	5.1%
教育 Education	5.0%
房屋 Housing	3.4%
環境 Environment	1.2%
公民教育 Civil Education	0.8%
人權自由 Human rights and freedom	0.6%
交通 Transport	0.5%
唔知/難講 Don't know/Hard to say	13.3%
合計 Total	100.0%

調查日期：3-6/10/05
Date of survey : 3-6/10/05

特首曾蔭權即將要發表佢既第一份施政報告，你認為佢有幾需要處理經濟發展既問題？
CE Donald Tsang is going to announce his first Policy Address, how necessary do you think he has to tackle the economic development issues?

調查日期 Date of survey	基數 Base	好需要 Very important	幾需要 Quite important	一半半 Half-half	唔係幾需要/幾唔需要 Quite unimportant	好唔需要 Very unimportant	唔知/難講 Don't know / hard to say	合計 Total	平均量值* Mean value*	基數 Base	樣本平均標準誤差 Standard Error of Mean
3-6/10/2005	527	61.3%	28.1%	6.5%	1.6%	0.4%	2.1%	100.0%	4.5	516	0.1

組合數據 Collapsed data

調查日期 Date of survey	基數 Base	需要 Necessary	一半半 Half-half	唔需要 Unnecessary	唔知/難講 Don't know / hard to say	合計 Total
3-6/10/05	527	89.4%	6.5%	2.0%	2.1%	100.0%

你認為佢有幾需要處理勞工及就業既問題？
How necessary do you think he has to tackle the labour and employment issues?

調查日期 Date of survey	基數 Base	好需要 Very important	幾需要 Quite important	一半半 Half-half	唔係幾需要/幾唔需要 Quite unimportant	好唔需要 Very unimportant	唔知/難講 Don't know / hard to say	合計 Total	平均量值* Mean value*	基數 Base	樣本平均標準誤差 Standard Error of Mean
3-6/10/2005	525	68.3%	25.1%	4.4%	0.4%	0.0%	1.9%	100.0%	4.6	515	0.1

組合數據 Collapsed data

調查日期 Date of survey	基數 Base	需要 Necessary	一半半 Half-half	唔需要 Unnecessary	唔知/難講 Don't know / hard to say	合計 Total
3-6/10/05	525	93.3%	4.4%	0.4%	1.9%	100.0%

咁社會福利既問題呢？
How about social welfare issues?

調查日期 Date of survey	基數 Base	好需要 Very important	幾需要 Quite important	一半半 Half-half	唔係幾需要/幾唔需要 Quite unimportant	好唔需要 Very unimportant	唔知/難講 Don't know / hard to say	合計 Total	平均量值* Mean value*	基數 Base	樣本平均標準誤差 Standard Error of Mean
3-6/10/2005	527	52.7%	28.8%	13.4%	2.3%	0.0%	2.8%	100.0%	4.4	512	0.1

組合數據 Collapsed data

調查日期 Date of survey	基數 Base	需要 Necessary	一半半 Half-half	唔需要 Unnecessary	唔知/難講 Don't know / hard to say	合計 Total
3-6/10/05	527	81.6%	13.4%	2.3%	2.8%	100.0%

咁醫療既問題呢？
How about medical policy issues?

調查日期 Date of survey	基數 Base	好需要 Very important	幾需要 Quite important	一半半 Half-half	唔係幾需要/幾唔需要 Quite unimportant	好唔需要 Very unimportant	唔知/難講 Don't know / hard to say	合計 Total	平均量值* Mean value*	基數 Base	樣本平均標準誤差 Standard Error of Mean
3-6/10/2005	527	59.2%	26.5%	12.4%	0.9%	0.0%	1.0%	100.0%	4.5	522	0.1

組合數據 Collapsed data

調查日期 Date of survey	基數 Base	需要 Necessary	一半半 Half-half	唔需要 Unnecessary	唔知/難講 Don't know / hard to say	合計 Total
3-6/10/05	527	85.7%	12.4%	0.9%	1.0%	100.0%

咁政制發展問題呢？
How about political development issues?

調查日期 Date of survey	基數 Base	好需要 Very important	幾需要 Quite important	一半半 Half-half	唔係幾需要/幾唔需要 Quite unimportant	好唔需要 Very unimportant	唔知/難講 Don't know / hard to say	合計 Total	平均量值* Mean value*	基數 Base	樣本平均標準誤差 Standard Error of Mean
3-6/10/2005	527	26.2%	37.3%	23.4%	5.8%	1.4%	5.9%	100.0%	3.9	496	0.1

組合數據 Collapsed data

調查日期 Date of survey	基數 Base	需要 Necessary	一半半 Half-half	唔需要 Unnecessary	唔知/難講 Don't know / hard to say	合計 Total
3-6/10/05	527	63.5%	23.4%	7.2%	5.9%	100.0%

咁教育問題呢？
How about education issues?

調查日期 Date of survey	基數 Base	好需要 Very important	幾需要 Quite important	一半半 Half-half	唔係幾需要/幾唔需要 Quite unimportant	好唔需要 Very unimportant	唔知/難講 Don't know / hard to say	合計 Total	平均量值* Mean value*	基數 Base	樣本平均標準誤差 Standard Error of Mean
3-6/10/2005	527	57.4%	29.3%	7.6%	2.5%	0.0%	3.2%	100.0%	4.5	510	0.1

組合數據 Collapsed data

調查日期 Date of survey	基數 Base	需要 Necessary	一半半 Half-half	唔需要 Unnecessary	唔知/難講 Don't know / hard to say	合計 Total
3-6/10/05	527	86.7%	7.6%	2.5%	3.2%	100.0%

* 平均量值是把所有答案按照正面程度，以1分最低5分最高量化成為1、2、3、4、5分，再求取樣本平均數值。
* The mean value is calculated by quantifying all individual responses into 1, 2, 3, 4, 5 marks according to their degree of positive level, where 1 is the lowest and 5 the highest, and then calculate the sample mean.

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