The probability for a female respondent to compost was three
times higher than that for a male respondent. Additionally, the
probability of composting for respondent who received HSW
reduction training was three times more than that respondent
who never received HSW reduction training. Additionally, the
probability of composting for respondent who received information
from mass media about 3R was five times higher than that
respondent who never received information from mass media. In
addition, the probability of composting by respondent with available
environmental cadre was three times higher than that without
environmental cadre.
The fitted model of composting activity was used to estimate the
probability on composting activity. For example, if the respondent
is female (=1), and has received HSW reduction training (=1), and
information from mass media (= 1), with the presence of an environmental
cadre (= 1), then the probability of composting activity
was as follows:
g (x) = −5.872 + 1.079 (1) + 1.097 (1) + 1.690 (1) + 1.191 (1)
= −0.815
(x) = e[−0·815]
1 + e[−0·815]
= 0 · 307 ≈ 0 · 31 = 31%
On the other hand, if female respondent (=1) never received
HSW reduction training (=0) and information from mass media
about 3R (=0), and there was not an environmental cadre in her
area (=0), the probability of composting was as follows:
g (x) = −5.872 + 1.079 (1) + 1.097 (0) + 1690 (0) + 1.191 (0)
= −4.775
(x) = e[−4.775]
1 + e[−4.775]
= 0.008 = 0.8% ≈ 1%
The estimation of probability on respondent’s composting activity
was 31%, if female respondent ever received at least once HSW
reduction training and there were an environmental cadre and a
waste bank in his area. When there were not an environmental
cadre and a waste bank, the estimation of probability on respondent’s
composting activity was 1%.
The probability for a female respondent to compost was threetimes higher than that for a male respondent. Additionally, theprobability of composting for respondent who received HSWreduction training was three times more than that respondentwho never received HSW reduction training. Additionally, theprobability of composting for respondent who received informationfrom mass media about 3R was five times higher than thatrespondent who never received information from mass media. Inaddition, the probability of composting by respondent with availableenvironmental cadre was three times higher than that withoutenvironmental cadre.The fitted model of composting activity was used to estimate theprobability on composting activity. For example, if the respondentis female (=1), and has received HSW reduction training (=1), andinformation from mass media (= 1), with the presence of an environmentalcadre (= 1), then the probability of composting activitywas as follows:g (x) = −5.872 + 1.079 (1) + 1.097 (1) + 1.690 (1) + 1.191 (1)= −0.815 (x) = e[−0·815]1 + e[−0·815]= 0 · 307 ≈ 0 · 31 = 31%On the other hand, if female respondent (=1) never receivedHSW reduction training (=0) and information from mass mediaabout 3R (=0), and there was not an environmental cadre in herarea (=0), the probability of composting was as follows:g (x) = −5.872 + 1.079 (1) + 1.097 (0) + 1690 (0) + 1.191 (0)= −4.775 (x) = e[−4.775]1 + e[−4.775]= 0.008 = 0.8% ≈ 1%The estimation of probability on respondent’s composting activitywas 31%, if female respondent ever received at least once HSWreduction training and there were an environmental cadre and awaste bank in his area. When there were not an environmentalcadre and a waste bank, the estimation of probability on respondent’scomposting activity was 1%.
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