Hypothetical Human population matrix over a period of time of 20 year intervals. Age 0-20 20-40 40-60...

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Hypothetical Human population matrix over a period of time of 20year intervals.
Age 0-20 20-40 40-60 60-80 Â Â
0-20 [ .24 .98 0 0]
20-40 [ .77 0 .92 0]
40-60 [ .04 0 0 .57]
60-80 [ 0 0 0 Â Â 0]
Complete the calculation to determine what the populationdistribution will be 200 years after the initial probabilitydistribution shown in the example as P= [1000, 1000, 1000, 1000].The formula is PT^10 (there are 10 sets of 20 in 200)
After 200 years, # of people in the 0-20 range =_______?
After 200 years, # of people in the 20-40 range =_?
After 200 years, # of people in the 40-60 range =_?
After 200 years, # of people in the 60-80 range =_?
Now, using the same population dynamics matrix, determine whatthe probability distribution will be after 320 yrars if the initialprobability distribution is P= [1100, 1700, 1100, 1000] ? Theformula is PT^16 (there are 16 sets of 20 in 320)
After 320 years, # of people in the 0-20 range =_?
After 320 years, # of people in the 20-40 range =_?
After 320 years, # of people in the 40-60 range =_?
After 320 years, # of people in the 60-80 range =_______?

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3.8 Ratings (704 Votes)

Hypothetical Human population matrix over a period of time of 20year intervals is given below 024 098 0 0 077 0 092 0 004 0 0 057 0 0 0 0 which is denoted by T here Now our initial population vector was P 1000100010001000 Now we need to find the answers for two questions After 200 years what will be the population distribution matrix After See Answer

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