As a vaccine scientist, you are required to test your newly developed vaccine in two (2) different populations, populations Xand Y to ensure the safety and effectiveness of the vaccine. There are 3190 subjects from database X and 6094 subjects from database Therefore, you must select a number of subjects from populations X and Y to form a group. The newly formed of group must consist of subjects from both populations without repetition. The maximum number of groups which can be formed is denoted as d.   Use Euclidean algorithm to find d= GCD(X, Y) Find the integers s and tsuch that d = sX + tY With the answer obtained from a, what is the ratio of subjects selected from population Xand Y, PX : PY. Find Least Common Multiple for Xand Y, LCM(X, Y).

Glencoe Algebra 1, Student Edition, 9780079039897, 0079039898, 2018
18th Edition
ISBN:9780079039897
Author:Carter
Publisher:Carter
Chapter10: Statistics
Section10.6: Summarizing Categorical Data
Problem 28PPS
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As a vaccine scientist, you are required to test your newly developed vaccine in two (2) different populations, populations Xand Y to ensure the safety and effectiveness of the vaccine. There are 3190 subjects from database X and 6094 subjects from database Therefore, you must select a number of subjects from populations X and Y to form a group. The newly formed of group must consist of subjects from both populations without repetition. The maximum number of groups which can be formed is denoted as d.

 

  1. Use Euclidean algorithm to find d= GCD(X, Y)
  2. Find the integers s and tsuch that d = sX + tY
  3. With the answer obtained from a, what is the ratio of subjects selected from population Xand Y, PX : PY.
  4. Find Least Common Multiple for Xand Y, LCM(X, Y).

 

 

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