What gamete must be donated by the father monster, and what is its probability? a) g l — 12.5% b) g l — 25% c) g l — 75% d) g l — 37.5%

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What gamete must be donated by the father monster, and what is its probability?

a) g l — 12.5%
b) g l — 25%
c) g l — 75%
d) g l — 37.5%
Two phenotypically wild-type monsters with the allele arrangements depicted below were crossed and 400 offspring were produced. The genes for
color and size are inherited in a autosomal recessive manner and are on the same chromosome. g is the recessive color gene, which produces a
green monster; I is the recessive size gene that produces a long monster. Wild-type monsters are normal size and normal color (L, G). The
recombination frequency between the G/g and L/I locus is 25%.
Mother
Father
G
G
L
g
L
g
1
Transcribed Image Text:Two phenotypically wild-type monsters with the allele arrangements depicted below were crossed and 400 offspring were produced. The genes for color and size are inherited in a autosomal recessive manner and are on the same chromosome. g is the recessive color gene, which produces a green monster; I is the recessive size gene that produces a long monster. Wild-type monsters are normal size and normal color (L, G). The recombination frequency between the G/g and L/I locus is 25%. Mother Father G G L g L g 1
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Part 3
Use your calculations from parts 1 and 2 to determine how many of the 400 offspring will be green and long. (Round to the nearest whole monster)
000
50
150
300
19
Transcribed Image Text:Part 3 Use your calculations from parts 1 and 2 to determine how many of the 400 offspring will be green and long. (Round to the nearest whole monster) 000 50 150 300 19
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Follow-up Question

You want to estimate how many of the 400 offspring would be green and long.  In order to do this calculation, you need to first determine which gametes come from each parent.

 

What gamete must be donated by the mother monster, and what is its probability?  

Two phenotypically wild-type monsters with the allele arrangements depicted below were crossed and 400 offspring were produced. The genes for color and size are inherited in a autosomal recessive manner and are on the same chromosome. g is the recessive color gene, which produces a green monster; l is the recessive size gene that produces a long monster. Wild-type monsters are normal size and normal color (L, G). The recombination frequency between the G/g and L/l locus is 25%.

 

 

        Mother                      Father 

 

 

Part 1

 

You want to estimate how many of the 400 offspring would be green and long.  In order to do this calculation, you need to first determine which gametes come from each parent.

 

What gamete must be donated by the mother monster, and what is its probability?  

g l — probability 75%
g l — probability 25%
g l — probability 12.5%
g l — probability 37%
 
 
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