MCQ: Law of independent assortment

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SUMMARY

The discussion centers on the Law of Independent Assortment as it relates to the segregation of homologous chromosomes during Metaphase I of meiosis. Participants debate the correct answer to a multiple-choice question, ultimately concluding that option (a) is correct, representing a 50% probability for each combination of gametes. The conversation emphasizes the understanding that while two combinations can occur, they do so with equal likelihood, leading to a 1:1 ratio in gamete distribution.

PREREQUISITES
  • Understanding of meiosis stages, particularly Metaphase I
  • Knowledge of the Law of Independent Assortment
  • Familiarity with gamete formation and probability concepts
  • Basic genetics terminology, including homologous chromosomes
NEXT STEPS
  • Study the stages of meiosis in detail, focusing on Metaphase I
  • Research the implications of the Law of Independent Assortment in genetic variation
  • Explore probability theory as it applies to genetic outcomes
  • Examine real-world examples of gamete combinations in genetic studies
USEFUL FOR

Students of genetics, biology educators, and anyone interested in understanding the principles of heredity and chromosome behavior during meiosis.

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Homework Statement
Please find the attachment below
Relevant Equations
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245311


Answer: (a)

Attempt:
In Metaphase I, homologous chromosomes separate. Out of the four options, dig (a) and (d) have correct representation of separating homologous chromosomes.

Now, according to the law of independent assortment, during segregation the chromosomes can group in any combination. So I think (d) should be the correct option i.e. either of the combination can occur.

The answer provided is (a) , am I missing on something.
 
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How can two options occur each with 100% probability?
 
Ygggdrasil said:
How can two options occur each with 100% probability?
I think, they are not generated at the same time, it either the first or the second combination.
 
Perhaps think of it this way: if you have 100 gametes, how many gametes do you expect to show the first combination and how many gametes do you expect to show the second combination?
 
Ygggdrasil said:
Perhaps think of it this way: if you have 100 gametes, how many gametes do you expect to show the first combination and how many gametes do you expect to show the second combination?

Sorry, I still can't get it. Does 1:1 ratio got something to do with independent assortment?
 
Ygggdrasil said:
Perhaps think of it this way: if you have 100 gametes, how many gametes do you expect to show the first combination and how many gametes do you expect to show the second combination?
Hope you don't mind discussing this question after so many months of dormancy.
The 1st combination can be anything, say x% , then the second combination will be (100- x)%.

So 50% : 50% is an arbitrary percentage they have assigned to the two combinations? Still (a) is the correct answer based on this logic?
 
SanjuktaGhosh said:
Hope you don't mind discussing this question after so many months of dormancy.
The 1st combination can be anything, say x% , then the second combination will be (100- x)%.

So 50% : 50% is an arbitrary percentage they have assigned to the two combinations? Still (a) is the correct answer based on this logic?

Based on the Law of Independent Assortment (which can be derived from understanding what happens at the various stages of meiosis), you would expect 50% of cells to show the arrangement on the left of (a) and 50% of the cells to show the arrangment on the right (a).
 
I completely get you, the chances of getting each combination is 1/2 or 50%. Thank you. :)
 

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