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ECON1320 CML

Satisfactory Essays

Q1 The four major competitors in the computer work-station market are Sun Microsystems (29%), Hewlett-Packard (18.8%), IBM (16%),and Digital Equipment (11.6%) with other manufacturers holding 24.6% of the market. One year later a survey of computer workstations found 97 Sun, 86 HP, 70 IBM, 60 Digital and 82 other. Test at the 2.5% level of significance whether changes have occurred during the 1-year period. 1. State the critical value for the test. 2. Find the value of the test statistic (to 3 dec pl). 3. Can we conclude that the proportions have changed during the year? (yes/no) OBSERVED EXPECTED (o-e)^2/e 97 115.42 2.939667 86 74.824 1.66929 73 63.68 1.364045 60 46.168 4.144087 82 97.908 2.584717 398 chi square …show more content…

Type gt (greater than), ge (greater than or equal to), lt (less than), le (less than or equal to) or ne (not equal to) as appropriate in the box. 2. Calculate the test statistic for the Z test correct to two decimal places. 3. Use the tables in the text to determine the critical value used to conduct the test. If there are two critical values, state only the upper value. 4. Is the null hypothesis rejected for this test? Type yes or no. 5. Hence, on the basis of this test, does there appear to have been a change in the working patterns of women in the banking industry? Type yes or no. 1. ne 2. -4.29 3. 2.58 4. yes- null is rejected 5. yes there is a change. ------------------------------------------------------------------------- Q5. A store manager at a local supermarket wished to determine whether its 9 junior staff would be eligible to receive a Christmas bonus. The contractual agreement between the junior staff and management is that they will receive the bonus if all members of staff work the same number of hours. The manager looks at the accounts for the most recent 30-day period to determine if it is likely they will receive the bonus for the upcoming Christmas. Summary data is presented below (the number of hours worked is provided in brackets). Janelle (46.5) Daniel (38.5) Jemma (52) Tiffany (46.5) Annabelle (48) Emma (38.5) Lauren (30) Samuel (24) Adam (36) A 10% level of

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