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wht do u mean by :in a t-test, "comparing 2 means obtained from 2 samples in a population"
wht kind of 2 samples....give me an xmple sombody>???!!
wht kind of 2 samples....give me an xmple sombody>???!!
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its there in the last page of our book---(mary jhon)wht do u mean by :in a t-test, "comparing 2 means obtained from 2 samples in a population"
wht kind of 2 samples....give me an xmple sombody>???!!
ohhhh right....how foolish of me??its there in the last page of our book---(mary jhon)
eg u got the mean index finger lenght of ur class...now u have to comapre this with the 4 to 6 other classes in ur school...
al the samples should be from the same population...here school represents the same population of the samples(classes)...
In this experiment a plant has two types of leaves; sun and shade leaves, due to the fact that each leaf grows in different light intensities; light and dark(0 intensity).http://www.xtremepapers.com/papers/CIE/Cambridge International A and AS Level/Biology (9700)/9700_w10_qp_51.pdf
Q1 a ii..plz explain this..i really dont get the experiment..
lol how do u knowTomorrow question that will come out is about rate of photosynthesis and chi square. So, dont worry, be happy. From God.
40 as its more close to 38Paper 5 Help
If the degree of freedom is 38 and the table at 0.05 only shows 40 & 30 ... should i pick 40 or 30
how u r so sure of ur prediction?Tomorrow question that will come out is about rate of photosynthesis and chi square. So, dont worry, be happy. From God.
is he a teacher or some1?how u r so sure of ur prediction?
is he a teacher or something?
The two values of t tests are larger than the critical value at p 0.05 so the differnce is significant and not due to chance''in nov 2010 paper 51 ms says that ''both the results are greater than critical value so they are significant''
can some1 explain this to me
are we comparing the critical value p<0.05 with the 2 values of t(12.6 and 8.88)......or we see the corresponding value of degree of freedom in the given table?and there is no value of 58 in the table so which value to compare to?
thanx in advance ''
The probability of 0.05 shows that there is 5 percent chance that the difference between the two means is due to chance so the critical value as shown in the the critical value shown in the table is quite less then our both values therefore our probablity is quite less the 0.05 ... due tot his the difference is significant
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