Question
Which of the following statements are true? Give reasons for your answer.
(i) F-distribution is always used in goodness of fit.
(ii) Measure of central tendency in a data set refers to the extent to which the observations are scattered.
(iii) A process is said to be under assignable cause when the points are above the VCL link of ( chart. ,R)
(iv) Simple random sampling is done by using random number tables where the probability of drawing a digit is 0⋅ .1
(v) All time series have a trend.
Answer :
Word Count : 276
Let's analyze each statement one by one: ### (i) F-distribution is always used in goodness of fit. False The chi-square (χ²) distribution is typically used for goodness-of-fit tests, not the F-distribution. The F-distribution is primarily used for comparing variances (such as in ANOVA and regression analysis). ### (ii) Measure of central tendency in a data set refers to the extent to which the observations are scattered. False The measure ______ _______ ____ _____ ______ ____ ____.
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Let's analyze each statement one by one: ### (i) F-distribution is always used in goodness of fit. False The chi-square (χ²) distribution is typically used for goodness-of-fit tests, not the F-distribution. The F-distribution is primarily used for comparing variances (such as in ANOVA and regression analysis). ### (ii) Measure of central tendency in a data set refers to the extent to which the observations are scattered. False The measure ______ _______ ____ _____ ______ ____ ____.
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