1) Write down the name of method/technique that are used to represent the quantitative data
2) If the population (p) is 0.1 calculate mean and standard err for the sampling of sampling distribution ( sampling I =2 (25 with replacement)
3) When we used one tail test
4) Write down LSD formula
5) Write down properties of sampling of when sampling space with replacement x = 0,1,….,7 and one parameter of Poisson distribution is estimated from samples values and hence calculated value chi square 78.88 of goodness what will be the value of critical region of 5%
6) In a sample from normal population if x = 9 value is 2.179 then calculate 95% condition of mean.
7) A random sample of 12 observations is drown from a normal distribution with = 33spose sampling mean to be fined 96% of confidence lavel.
8) If mean of distribution is 25 and standard Deviation is 5 fined out the limit by appling chebi chives inequality for k =2 and k= 3
2) If the population (p) is 0.1 calculate mean and standard err for the sampling of sampling distribution ( sampling I =2 (25 with replacement)
3) When we used one tail test
4) Write down LSD formula
5) Write down properties of sampling of when sampling space with replacement x = 0,1,….,7 and one parameter of Poisson distribution is estimated from samples values and hence calculated value chi square 78.88 of goodness what will be the value of critical region of 5%
6) In a sample from normal population if x = 9 value is 2.179 then calculate 95% condition of mean.
7) A random sample of 12 observations is drown from a normal distribution with = 33spose sampling mean to be fined 96% of confidence lavel.
8) If mean of distribution is 25 and standard Deviation is 5 fined out the limit by appling chebi chives inequality for k =2 and k= 3
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