Complete the survivorship table below by filling in the missing data. After that, plot the survivorship curve of the completed data. Table 1. Survivorship tableNumber of deathsAge Interval(D)# Of individuals whodied during intervalTotal AliveSurvivorship (S)Log100-921? A1.0000310-1911? B0.8600? G20-29211180.7867? H30-392297? C? I40-492375? D2.700050-591752? E2.540060-691635? F2.367970-799.190.12672.102880-89100.00671.824190-99340.02671.4265100-10910.00670.8261110-11910.00670.8261120-129110.00670.8261130-139

Table 1. Survivorship table Number of deaths (D) # Of individuals who died during interval Age Interval Total Alive Survivorship (S) ? A ? B 0-9 21 1.0000 10-19 11 0.8600 20-29 21 118 0.7867 30-39 22 97 ? С 40-49 23 75 ? D 50-59 17 52 ? E 60-69 16 35 ?F 70-79 9. 19 0.1267 80-89 10 0.0067 90-99 3 4 0.0267 100-109 1 0.0067 110-119 1 0.0067 120-129 1 1 0.0067 130-139

Table 1. Survivorship table Number of deaths (D) # Of individuals who died during interval Age Interval Total Alive Survivorship (S) ? A ? B 0-9 21 1.0000 10-19 11 0.8600 20-29 21 118 0.7867 30-39 22 97 ? С 40-49 23 75 ? D 50-59 17 52 ? E 60-69 16 35 ?F 70-79 9. 19 0.1267 80-89 10 0.0067 90-99 3 4 0.0267 100-109 1 0.0067 110-119 1 0.0067 120-129 1 1 0.0067 130-139

Calculus For The Life Sciences

2nd Edition

ISBN:9780321964038

Author:GREENWELL, Raymond N., RITCHEY, Nathan P., Lial, Margaret L.

Publisher:GREENWELL, Raymond N., RITCHEY, Nathan P., Lial, Margaret L.

Chapter13: Probability And Calculus

Section13.3: Special Probability Density Functions

Problem 36E

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