How many chromosome combinations are possible due to independent assortment? Show your working.
Question
How many chromosome combinations are possible due to independent assortment? Show your working.
Solution
The number of possible chromosome combinations due to independent assortment can be calculated using the formula 2^n, where n is the number of chromosome pairs.
Humans, for example, have 23 pairs of chromosomes. So, the number of possible combinations is 2^23.
To calculate this, you can simply perform the calculation:
2^23 = 8,388,608
So, there are 8,388,608 possible chromosome combinations due to independent assortment in humans.
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