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Ainul Mardiah 180342618063 Offering G Biologi 2018 Jawaban No.2

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Ainul Mardiah

180342618063
OFFERING G BIOLOGI 2018

JAWABAN NO.2

PROBIT Mortalitas OF TotalHewan WITH Konsentrasi


/LOG 10
/MODEL PROBIT
/PRINT FREQ CI
/CRITERIA P(0.15) ITERATE(20) STEPLIMIT(.1).

Probit Analysis

Data Information

N of Cases

Valid 7
Rejected Missing 0
LOG Transform Cannot be
0
Done
Number of Responses >
0
Number of Subjects
Control Group 0

Convergence Information

Number of Optimal Solution


Iterations Found

PROBIT 10 Yes

Parameter Estimates

95% Confidence Interval

Parameter Estimate Std. Error Z Sig. Lower Bound Upper Bound


a
PROBIT Konsentrasi 6.878 1.453 4.734 .000 4.030 9.726

Intercept 16.494 3.522 4.683 .000 12.972 20.016

a. PROBIT model: PROBIT(p) = Intercept + BX (Covariates X are transformed using the base 10.000 logarithm.)
Chi-Square Tests

Chi-Square dfb Sig.

PROBIT Pearson Goodness-of-Fit


.739 5 .981a
Test

a. Since the significance level is greater than .150, no heterogeneity factor is used
in the calculation of confidence limits.
b. Statistics based on individual cases differ from statistics based on aggregated
cases.

Cell Counts and Residuals

Number of Observed Expected


Number Konsentrasi Subjects Responses Responses Residual Probability

PROBIT 1 -2.870 10 0 .006 -.006 .001

2 -2.745 10 0 .086 -.086 .009

3 -2.620 10 1 .637 .363 .064

4 -2.495 10 2 2.529 -.529 .253

5 -2.377 10 6 5.584 .416 .558

6 -2.187 10 9 9.267 -.267 .927

7 -2.060 10 10 9.899 .101 .990

Confidence Limits

95% Confidence Limits for Konsentrasi 95% Confidence Limits for log(Konsentrasi)a

Probability Estimate Lower Bound Upper Bound Estimate Lower Bound Upper Bound

PROBIT .010 .002 .001 .002 -2.736 -2.977 -2.628

.020 .002 .001 .003 -2.697 -2.911 -2.598

.030 .002 .001 .003 -2.672 -2.870 -2.578

.040 .002 .001 .003 -2.653 -2.839 -2.563

.050 .002 .002 .003 -2.637 -2.814 -2.551

.060 .002 .002 .003 -2.624 -2.792 -2.541

.070 .002 .002 .003 -2.613 -2.774 -2.532

.080 .002 .002 .003 -2.602 -2.757 -2.523

.090 .003 .002 .003 -2.593 -2.743 -2.516

.100 .003 .002 .003 -2.584 -2.729 -2.509

.150 .003 .002 .003 -2.549 -2.673 -2.478


.200 .003 .002 .004 -2.520 -2.630 -2.453

.250 .003 .003 .004 -2.496 -2.594 -2.430

.300 .003 .003 .004 -2.474 -2.564 -2.408

.350 .004 .003 .004 -2.454 -2.536 -2.387

.400 .004 .003 .004 -2.435 -2.511 -2.365

.450 .004 .003 .005 -2.416 -2.488 -2.343

.500 .004 .003 .005 -2.398 -2.467 -2.321

.550 .004 .004 .005 -2.380 -2.447 -2.297

.600 .004 .004 .005 -2.361 -2.427 -2.272

.650 .005 .004 .006 -2.342 -2.408 -2.244

.700 .005 .004 .006 -2.322 -2.389 -2.215

.750 .005 .004 .007 -2.300 -2.369 -2.182

.800 .005 .004 .007 -2.276 -2.348 -2.145

.850 .006 .005 .008 -2.247 -2.324 -2.100

.900 .006 .005 .009 -2.212 -2.295 -2.043

.910 .006 .005 .009 -2.203 -2.288 -2.029

.920 .006 .005 .010 -2.194 -2.281 -2.014

.930 .007 .005 .010 -2.184 -2.273 -1.997

.940 .007 .005 .011 -2.172 -2.264 -1.978

.950 .007 .006 .011 -2.159 -2.254 -1.957

.960 .007 .006 .012 -2.144 -2.242 -1.931

.970 .008 .006 .013 -2.125 -2.228 -1.900

.980 .008 .006 .014 -2.100 -2.209 -1.858

.990 .009 .007 .016 -2.060 -2.179 -1.792

a. Logarithm base = 10.


Jadi, nilai LC50 adalah 0,002

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