Given the following: Number of births between 30 June 2009 and 30 June 2010 in Australia was 291,200; Number of deaths between 30 June 2009 and 30 June 2010 in Australia was 141,500; Net migration between 30 June 2009 and 30 June 2010 in Australia was 196,100; The total population of Australia on 30 June 2010 was 22,065,300. Table 1 Age of Mother No. of births 2009 (total year) Female Population (at 30 June 2009) 15-19 12,120 715,678 20-24 42,067 771,075 25-29 80,863 781,299 30-34 93,027 742,937 35-39 55,937 811,803 40-44 10,905 766,285 45-49 565 789,648 Using the information provided above and the data given in Table 1, calculate the following: [3] i) The total population of Australia on 30 June 2009 (round to the nearest whole number) [3] ii) The Crude Death Rate (CDR) for 2009-10 (keep 2 decimal places) [3] iii) The Crude Birth Rate (CBR) for 2009 (keep 2 decimal places) [3] iv) The Total Fertility Rate (TFR) for 2009 (keep 2 decimal places)
Given the following: Number of births between 30 June 2009 and 30 June 2010 in Australia was 291,200; Number of deaths between 30 June 2009 and 30 June 2010 in Australia was 141,500; Net migration between 30 June 2009 and 30 June 2010 in Australia was 196,100; The total population of Australia on 30 June 2010 was 22,065,300. Table 1 Age of Mother No. of births 2009 (total year) Female Population (at 30 June 2009) 15-19 12,120 715,678 20-24 42,067 771,075 25-29 80,863 781,299 30-34 93,027 742,937 35-39 55,937 811,803 40-44 10,905 766,285 45-49 565 789,648 Using the information provided above and the data given in Table 1, calculate the following: [3] i) The total population of Australia on 30 June 2009 (round to the nearest whole number) [3] ii) The Crude Death Rate (CDR) for 2009-10 (keep 2 decimal places) [3] iii) The Crude Birth Rate (CBR) for 2009 (keep 2 decimal places) [3] iv) The Total Fertility Rate (TFR) for 2009 (keep 2 decimal places)
A First Course in Probability (10th Edition)
10th Edition
ISBN:9780134753119
Author:Sheldon Ross
Publisher:Sheldon Ross
Chapter1: Combinatorial Analysis
Section: Chapter Questions
Problem 1.1P: a. How many different 7-place license plates are possible if the first 2 places are for letters and...
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