00:01
Hello everyone, for this question we have to answer two parts starting with question number 2 given.
00:05
So here we are given 3000 base pairs in a plasmid.
00:15
So for this the number of nucleotides will be equal to 6000 that is twice the number of base pairs.
00:22
Now starting with the a part where we have to find the phosphodiester bonds, they will be equal to 6000 -1 as one phosphodiester bond is present in each nucleotide.
00:40
So this equals to 5999.
00:47
Then for b the number of n -glycosidic bonds, they will be equal to the number of nucleotides that is 6000 as one nucleotide contains one n -glycosidic bond.
01:03
And for c the number of hydrogen bonds, so as given the g plus c content is equal to 50%, this shows that g equal to c equals to 3000 divided by 2 which equal to 1500.
01:28
So number of hydrogen bonds in g triple bond c will be 1500 multiplied by 3 that is 4500 whereas for adenine and thymine there are two hydrogen bonds so it will be 1500 multiplied by 2 which is equal to 3000.
01:54
So this equals the total hydrogen bonds will be 7500.
02:03
Next ask is question number e for which the number of purines are to be determined.
02:08
So purines is equal to adenine and guanine are the purines and they both are 750 which equals to 1500 purines.
02:25
For f the number of phosphorus atoms, so phosphorus atoms they are equal to 1 per nucleotide.
02:44
So 6000 nucleotides will contain 6000 phosphorus atoms.
02:50
Then further the number of nitrogen atom for the g part.
03:01
So nitrogen atoms if we talk about the purines they have 10 nitrogen atoms while the pyrimidines have 5.
03:17
So we have the number of purines 1500 so 10 into 1500 equals to 15000 while 10 or this is 5 into 1500 equals to 7500.
03:41
So total number of hydrogen atoms they will be equal to 32500.
03:51
Similarly for question number 3 given we are given the plasmid with 1000 base pairs.
04:02
So the nucleotides will be equal to 2000.
04:05
Now for the a part phosphodiester bonds just like the above case they will be equal to 2000 minus 1 that is equal to 1999...