Biology · Variation and Genetics
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According to the law of independent assortment, what is the possible number of combinations that chromosomes can assort to independently in the gamete?
- A
16,777,216
- B
2,0,48
- C
4,194,304
- D
8,388,608
According to the law of independent assortment, there are 2n combinations where chromosomes can assort into different gametes. So where n is the haploid number, you get 223=8,388,608. There are 8,388,608 possible combinations of chromosomes when assorting into gametes. Therefore, option D is correct.
This option is incorrect. According to the law of independent assortment, there are 2n combinations where chromosomes can assort into different gametes. So where n is the haploid number, you get 223=8,388,608. There are 8,388,608 possible combinations of chromosomes when assorting into gametes. Therefore, option D is correct.
This option is incorrect. According to the law of independent assortment, there are 2n combinations where chromosomes can assort into different gametes. So where n is the haploid number, you get 223=8,388,608. There are 8,388,608 possible combinations of chromosomes when assorting into gametes. Therefore, option D is correct.
This option is incorrect. According to the law of independent assortment, there are 2n combinations where chromosomes can assort into different gametes. So where n is the haploid number, you get 223=8,388,608. There are 8,388,608 possible combinations of chromosomes when assorting into gametes. Therefore, option D is correct.
As per law of independent assortment there are 2n combinations where the chromosomes can assort into different gametes where n is the haploid number of chromosomes. So, we get 2*23=8,388,608.
Tagged under Biology · Variation and Genetics · 2021