00:01
So, in this question it is given that there is a human component which is the low density lipoprotein and this fraction of the serum cholesterol is called as a sunken p -beta which is the sp -beta in short and we are given the varying levels of the blood range for the workers and we are asked for the frequency histogram of the data that is given in the questions and the frequency histogram data is as follows.
00:44
So, here we are asked to determine the approximate boundary between the lp -npa and the lipoprotein a -a genotype after sp -beta levels.
01:01
So, what we have is as a sum of the populations from the 0 to the excluding data is given here, we have the total being equal to 1260.
01:19
So, taking this as the lp -npa or as the p that is the frequency of the dominant allele, we have the equation p plus q equals 1 and also we have p square plus 2p here plus q square being equal to 1.
01:40
So, for the first frequency that would be the office workers number in the office workers which is 575 divided by the total population that is 1260 and that equals to 0 .45.
02:01
So, we can say from this that the frequency of the lipoprotein to the result is 0 .45 and this equals to the p square.
02:21
So, from this we get the value of q that is the dominant allele as the root of p square and that equals to 0 .545 square root which comes out to be 0 .6.
02:42
So, from this using the hardy -weinbach equation we have p plus q being equal to 1...