To calculate the significance of difference in proportions: **Universe to Sample:** \(Z =\) _____\)}}, where \(SE_{p} =\) _____\)}} **Sample to Sample:** \(Z =\) \(\frac{p_1 - p_2}{SE_{(p_1 - p_2)\)}}, where \(SE_{(p_1 - p_2)} =\) \(\sqrt{\frac{p_1q_1}{n_1} + \frac{p_2q_2}{n_2\)}}
blood pressure is _____ type of data
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crude birth rate of india is _____ per 1000 MYP
normal distribution curve is aka _____
demographic gap is maximum in _____ of demographic cycle
_____ is the best measure of central tendency
sample registration system(SRS) is conducted every _____ time
observed Hb=18 g/dl mean Hb=14 g/dl standard deviation =2 g/dl z score=?
For small samples, to calculate significance of difference between means, t-test is applied →To compare unpaired data i.e independent observations done on individuals of two different or separate groups or samples drawn from two populations, _____ is used → t-value can be calculated by, \(t=\) _____, where s = _____
Collection and Presentation of Data
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Measures of Central Tendency
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Measures of Dispersion
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Normal Distribution
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Sampling Methods
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Sample Size Calculation
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Hypothesis Testing
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Tests of Significance
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Correlation and Regression
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Survival Analysis
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Multivariate Analysis
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Statistical Software in Research
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