was established in . NSSO has four divisions: . Survey Design and Research Division (SDRD) . Field Operations Division (FOD) .
Data Processing Division (DPD) . Co-ordination and Publication Division (CPD) The Programme Implementation Wing has three Divisions, namely, - - Introduction to Statistical Methods and Econometrics . The word ‘statistics’ is used as . (a) Singular.
(b) Plural (c) Singular and Plural. (d) None of above. . Who stated that statistics is a science of estimates and probabilities.
(a) Horace Secrist. (b) R.A Fisher. (c) Ya-Lun-Chou (d) Boddington . Sources of secondary data are .
(a) Published sources. (b) Unpublished sources. (c) neither published nor unpublished sources. (d) Both (A) and (B) M O D E L Q U E S T I O N S Part – A Multiple choice questions (i) Twenty Point Programme (ii) Infrastructure Monitoring and Project Monitoring (iii) Member of Parliament Local Area Development Scheme.
Besides these three wings, there is National Statistical Commission created through a Resolution of Government of India (MOSPI) and one autonomous Institute, viz., Indian Statistical Institute declared as an institute of National importance by an Act of Parliament. Summary First Part deals with meaning of statistics, nature, type and scope. Brief information about the data, data source and its kinds are given in the second part. The third part of this chapter explains correlation ‘r’ which measures the strength and direction of the linear association between two quantitative variables x and y.
The fourth section depicts regression. The last part of this chapter introduces Econometrics. Next the organizational structure of Indian statistical system is given in a gist. .
The data collected by questionnaires . (a) Primary data. (b) Secondary data. (c) Published data.
(d) Grouped data. . A measure of the strength of the linear relationship that exists between two variables is called: (a) Slope (b) Intercept (c) Correlation coefficient (d) Regression equation . If both variables X and Y increase or decrease simultaneously, then the coefficient of correlation will be: (a) Positive (b) Negative (c) Zero (d) One - - Introduction