
(2022)
Answer: (2)The polymorphic DNA bands represents two
independent genes.
Explanation:
The gel profile shows that parent P1 has a DNA
band at a higher position, and parent P2 has a DNA band at a lower
position. The F1 progeny show both the higher and lower bands,
indicating they are heterozygous and that these markers are likely
co-dominant or at least distinguishable in the heterozygous state. In
the F2 progeny, four different banding patterns are observed with
approximate ratios of 93:28:33:11. Summing these numbers gives a
total of 165 F2 individuals. When we look at the approximate ratio
by dividing by the smallest number (11), we get approximately 8.45:
2.54: 3.00: 1. This is very close to a 9:3:3:1 Mendelian ratio.
A 9:3:3:1 phenotypic ratio in the F2 generation is characteristic of
dihybrid inheritance, where two independent genes, each with a
dominant and recessive allele, are segregating. In this case, let's
assume the presence of the higher band is controlled by a dominant
allele (e.g., A) at one locus, and its absence by the recessive allele
(a). Similarly, the presence of the lower band is controlled by a
dominant allele (e.g., B) at a second independent locus, and its
absence by the recessive allele (b).
Assuming this, the genotypes and phenotypes would be:
P1: AA bb (shows higher band, no lower band)
P2: aa BB (shows no higher band, shows lower band)
F1: Aa Bb (shows both bands)
In the F2 generation from a cross between F1 individuals (Aa Bb x
Aa Bb), the expected phenotypic ratio for two independent genes is 9
A_B_ : 3 A_bb : 3 aa B_ : 1 aa bb.
A_B_: Shows both bands (inherits at least one dominant allele for
the higher band and at least one dominant allele for the lower band).
Corresponds to the F2 profile with both bands.
A_bb: Shows only the higher band (inherits at least one dominant
allele for the higher band and is homozygous recessive for the lower
band). Corresponds to the F2 profile with only the higher band.
aa B_: Shows only the lower band (is homozygous recessive for the
higher band and inherits at least one dominant allele for the lower
band). Corresponds to the F2 profile with only the lower band.
aa bb: Shows neither band (is homozygous recessive for both genes).
Corresponds to the F2 profile with no bands.
The observed numbers (93 with both bands, 28 with higher band only,
33 with lower band only, 11 with no bands) closely approximate the
9:3:3:1 ratio. This strongly supports the conclusion that the presence
of these two polymorphic DNA bands is controlled by two
independent genes segregating in a Mendelian fashion.
Why Not the Other Options?
❌
(1) Co-dominant DNA markers were used for this study. –
Incorrect; While the F1 profile suggests co-dominance in the sense
that both parental bands are visible, the F2 segregation pattern of
four phenotypes in a 9:3:3:1 ratio indicates that the phenotypes
(presence/absence of bands) are governed by dominant and recessive
alleles at two independent loci. While the underlying molecular
marker technique might be co-dominant, the conclusion about the
genetic control of the observed banding patterns is more precisely
described by two independent genes with dominant effects on band
presence.
❌
(3) If the P1 parent was crossed to the F1 individual, the progeny
will show all the four profiles as observed in the case of F2 progeny.
– Incorrect; P1 (AA bb) x F1 (Aa Bb) cross would produce progeny
with genotypes AABb (both bands), AAbb (higher band only), AaBb
(both bands), and Aabb (higher band only). This would result in only
two phenotypes (both bands and higher band only), not four.
❌
(4) If an F2 progeny which does not show either of the DNA
markers (last lane of the above gel) is crossed to a P1 individual the
obtained progeny will have two types of individual, one which shows
a band and the other where no band is observed. – Incorrect; The F2
progeny with no bands has the genotype aa bb. Crossing aa bb x P1
(AA bb) would produce progeny with the genotype Aa bb. Individuals
with the genotype Aa bb will show the higher band (due to the
dominant A allele) and no lower band (as they are homozygous
recessive for b). Thus, only one type of individual showing a band
(the higher band) would be obtained.
80. The additive nature of a genetic map as suggestedby
Alfred Sturtevant and T. H. Morgan is possible
ifthere is:
(1) no interference in crossovers.
(2) complete interference in crossovers.
(3) partial interference in crossovers.
(4) variable interference in crossovers dependent onthe
genetic distances.
(2022)
Answer: (2) complete interference in crossovers.
Explanation:
Genetic maps are constructed based on the principle
that recombination frequency between two genes is proportional to
the distance between them on the chromosome. The additive nature
of a genetic map implies that if there are three genes in a linear
order A-B-C, the genetic distance between A and C is equal to the
sum of the genetic distance between A and B and the genetic distance
between B and C (d(A,C)=d(A,B)+d(B,C)). This additivity holds true
under the assumption that recombination frequencies are directly
proportional to genetic distances and that the occurrence of
crossovers in adjacent regions does not interfere with each other.
However, the phenomenon of interference, where a crossover in one
region affects the probability of a crossover in an adjacent region,
influences the relationship between recombination frequency and
genetic distance. Interference can be complete (preventing other
crossovers nearby), partial (reducing the probability of other
crossovers nearby), or absent (crossovers occur independently).
If there is no interference, crossovers in adjacent regions occur
independently. In this case, while genetic distances (defined as the
average number of crossovers per meiosis) are additive, the observed
recombination frequency between two markers over a large distance
is less than the sum of the recombination frequencies of the
intervening intervals due to the occurrence of double (and higher
order) crossovers which are not always detected as recombination
between the flanking markers.
If there is complete interference, the occurrence of a crossover in one
region completely prevents the occurrence of other crossovers in
nearby regions. In the extreme case of complete interference, only
single crossovers occur in a given segment of the chromosome. If we
consider two adjacent intervals, a single crossover in one interval
excludes a single crossover in the other. Therefore, the
recombination frequency between the two outer markers is simply the
sum of the recombination frequencies of single crossovers in the two
intervening intervals. In this idealized scenario of complete
interference, the observed recombination frequencies are directly
additive, allowing for the construction of perfectly additive genetic
maps based on the summation of recombination frequencies.
Partial or variable interference leads to non-additive genetic maps
when using simple recombination frequencies over increasing
distances, as the occurrence of double crossovers needs to be
accounted for, and the degree of interference affects the frequency of
these double crossovers.
Therefore, the additive nature of a genetic map, where genetic
distances measured by recombination frequencies can be directly
summed, is possible if there is complete interference in crossovers, as
this prevents the occurrence of double crossovers and ensures that
the observed recombination frequency is a direct reflection of the
sum of recombination events in adjacent intervals.
Why Not the Other Options?
❌
(1) no interference in crossovers. – Incorrect; Under no
interference, double crossovers occur, causing the observed
recombination frequency over larger distances to be less than the
sum of the recombination frequencies of the intervening intervals,
making the map non-additive when using simple recombination
frequencies.
❌
(3) partial interference in crossovers. – Incorrect; Partial
interference means that double crossovers occur, but less frequently
than expected under no interference. This also leads to non-additive
genetic maps when using simple recombination frequencies.
❌
(4) variable interference in crossovers dependent on the genetic
distances. – Incorrect; Variable interference would also result in
non-additive genetic maps, as the relationship between