Stat 101 Majmaah University College of Engineering STAT 101 1432/2011 --------------------------------------------------------------------------------------------------------------------------------------- Sheet (1) 1. Briefly explain the terms: population, sample, representative sample, and random sample. 2. Explain whether each of the following constitutes a population or a sample? a. Credit card debt of 100 families selected from a city b. Ages of all members of a family c. Amount spent on prescription drugs by 200 senior citizens in a large city. d. Scores of all students in statistics in statistics class. 3. A population in statistics means a collection of all a. Men and women b. Subjects or objects of interest c. People lining in a country 4. A sample in statistics means a portion of the a. People selected from the population of a country b. People selected from the population of an area c. Population of interest. 5. Indicate which of the following an example of a sample with replacement is and which is a sample without replacement. Dr. SaMeH Ten students are selected from a statistics class in such a way that as soon as a student is elected, his or her name is deleted from the list before the next student is selected. Page 1 Stat 101 A box contains five balls of different colours. A ball is drawn from this box, its colour is recorded, and it is put back into the box before the next ball is drawn, this experiment is repeated 12 times. 6. The following table gives the number of crimes reported to police last year in six cities. City No. of crimes 50 250 60 40 35 20 Riyadh Cairo Tripoli Dubai Kuwait Aden Briefly explain the meaning of a member, a variable, a measurement, and a data set with reference to this table. 7. The following table lists five pairs of m and f values. m 5 10 17 20 25 f 12 8 6 16 4 Compute the value of each of the following: a) m b) f2 c) m f d) m2 f 8. The following table lists six pairs of x and y values. x y Compute: a) x b) y Dr. SaMeH 4 12 18 5 25 14 c) xy 9 7 12 12 d) x2 20 8 e) y2 f) x2 y Page 2