Practice problems on sex-linked genes in fruit flies, illustrating eye color inheritance with red (dominant) and white (recessive) traits.
A worksheet titled "Practice Problems: Sex Linked Genes" focusing on fruit fly eye color inheritance, with handwritten answers and diagrams of fruit flies.
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Show Answer Key & Explanations
Step-by-step solution for: Tuesday, Nov 21 - MS MCLARTYS CLASSES
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Show Answer Key & Explanations
Step-by-step solution for: Tuesday, Nov 21 - MS MCLARTYS CLASSES
Let’s go through each problem step by step. We’re working with fruit flies and eye color, which is a sex-linked trait — meaning the gene is on the X chromosome. Red (R) is dominant over white (r). Males are XY, females are XX.
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Problem 1: What are the sexes and eye colours of flies with the following genotypes?
- X^R X^r → Female (two X chromosomes), has one red allele and one white allele → since red is dominant, she has red eyes.
- X^R Y → Male (has Y), has red allele on his only X → red eyes.
- X^r X^r → Female, both alleles white → white eyes.
- X^R X^R → Female, both alleles red → red eyes.
- X^r Y → Male, has white allele on his X → white eyes.
✔ So answers:
- X^R X^r → female, red
- X^R Y → male, red
- X^r X^r → female, white
- X^R X^R → female, red
- X^r Y → male, white
*(Note: The student wrote “X^R X^R ? red” and “X^r Y ? white” — that’s correct!)*
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Problem 2: What are the genotypes of these flies?
- white eyed, male → must be X^r Y (males get their X from mom; if he has white eyes, his X must carry r)
- red eyed female (heterozygous) → heterozygous means different alleles → X^R X^r
- white eyed, female → must have two recessive alleles → X^r X^r
- red eyed, male → must have R on his X → X^R Y
✔ Answers:
- white eyed, male → X^r Y
- red eyed female (heterozygous) → X^R X^r
- white eyed, female → X^r X^r
- red eyed, male → X^R Y
*(Student got all these right too!)*
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Problem 3: Cross of white eyed female (X^r X^r) and red-eyed male (X^R Y)
Set up Punnett square:
Mom’s gametes: X^r and X^r
Dad’s gametes: X^R and Y
Offspring:
| | X^R | Y |
|-------|---------|---------|
| X^r | X^R X^r | X^r Y |
| X^r | X^R X^r | X^r Y |
So we get:
- 2 females: X^R X^r → red eyed (since they have R)
- 2 males: X^r Y → white eyed
Total = 4 offspring
→ white eyed, male: 2 out of 4 = 50%
→ white eyed, female: 0 → 0%
→ red eyed, male: 0 → 0%
→ red eyed, female: 2 out of 4 = 50%
✔ Student’s answer is correct!
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Problem 4: Cross between pure red eyed female and white eyed male
Pure red eyed female = homozygous dominant → X^R X^R
White eyed male → X^r Y
Gametes:
- Mom: X^R, X^R
- Dad: X^r, Y
Punnett Square:
| | X^r | Y |
|-------|---------|---------|
| X^R | X^R X^r | X^R Y |
| X^R | X^R X^r | X^R Y |
Offspring:
- Females: X^R X^r → all red eyed (heterozygous)
- Males: X^R Y → all red eyed
So:
- white eyed, male: 0 → 0%
- white eyed, female: 0 → 0%
- red eyed, male: 2 out of 4 = 50%
- red eyed, female: 2 out of 4 = 50%
✔ Student’s answer is correct!
---
Problem 5: Cross of red eyed female (heterozygous) and red eyed male
Heterozygous red female → X^R X^r
Red eyed male → X^R Y
Gametes:
- Mom: X^R, X^r
- Dad: X^R, Y
Punnett Square:
| | X^R | Y |
|-------|---------|---------|
| X^R | X^R X^R | X^R Y |
| X^r | X^R X^r | X^r Y |
Offspring:
- X^R X^R → female, red
- X^R X^r → female, red
- X^R Y → male, red
- X^r Y → male, white
So:
- white eyed, male: 1 out of 4 = 25%
- white eyed, female: 0 → 0%
- red eyed, male: 1 out of 4 = 25%
- red eyed, female: 2 out of 4 = 50%
✔ Student’s answer is correct!
---
Math Question: If in the above cross, 100 males were produced and 200 females. How many total red-eyed flies would there be?
From Problem 5 cross:
Among males:
- 25% are red eyed → 25% of 100 = 25 red eyed males
- 75% are white eyed? Wait — no! From our Punnett square, half the males are red, half are white? Let’s check again.
Wait — let’s recheck the ratios for males specifically.
In the cross: X^R X^r (mom) × X^R Y (dad)
Male offspring come from:
- Mom gives X^R → son gets X^R Y → red
- Mom gives X^r → son gets X^r Y → white
Each happens 50% of the time.
So among males, 50% are red, 50% are white.
But earlier I said 25% overall — that was across ALL offspring. But now the question says: “100 males were produced and 200 females.”
So we need to calculate based on actual numbers given.
From the cross:
For females:
All females get X^R from dad (because dad is X^R Y, so he gives X^R to daughters).
Mom can give X^R or X^r → so daughters are either X^R X^R or X^R X^r → BOTH are red eyed.
So ALL 200 females are red eyed.
For males:
They get Y from dad, and X from mom.
Mom is X^R X^r → so 50% chance she gives X^R → red eyed male
50% chance she gives X^r → white eyed male
So out of 100 males:
- 50 are red eyed
- 50 are white eyed
Therefore, total red-eyed flies = red females + red males = 200 + 50 = 250
Wait — but the student wrote “350”. That’s incorrect.
Let me double-check.
Is it possible the student misread the percentages?
In the Punnett square for Problem 5, we had 4 offspring:
- 2 red females (X^R X^R and X^R X^r)
- 1 red male (X^R Y)
- 1 white male (X^r Y)
So ratio among offspring:
- Red females: 2/4 = 50%
- Red males: 1/4 = 25%
- White males: 1/4 = 25%
BUT — when the question says “100 males were produced and 200 females”, it’s telling us the actual number born, not assuming equal numbers.
So we don’t use the 25%/50% from the Punnett square as proportions of total — instead, we apply the genetic ratios *within each sex*.
As established:
→ All females are red eyed → 200 red females
→ Among males: 50% red, 50% white → 50 red males
Total red-eyed = 200 + 50 = 250
The student wrote 350 — probably added 200 females + 100 males + 50 something? Or maybe thought 75% of males are red? But no — from genetics, it’s 50% of males are red.
Alternatively, maybe they used the overall percentage: 75% of total offspring are red-eyed? Total offspring = 300 (100 males + 200 females). 75% of 300 = 225 — still not 350.
Or perhaps they did: 200 females (all red) + 100 males (thinking all are red?) → 300, then added 50 more? Doesn’t make sense.
Actually, looking back at the student’s work: they wrote “350” under the math question.
But according to correct genetics:
Females: 200 → all red → 200
Males: 100 → half red → 50
Total red = 250
So the correct answer should be 250
I think the student made a mistake here.
Let me confirm once more.
Cross: X^R X^r (female) × X^R Y (male)
Female offspring: always get X^R from father → so genotype is X^R X^? where ? is from mother → either X^R or X^r → both result in red eyes → 100% of females red.
Male offspring: get Y from father, X from mother → mother gives X^R (50%) → red male; X^r (50%) → white male → so 50% of males red.
Given: 200 females → 200 red
100 males → 50 red
Total red = 250
✔ Final Answer for Math Question: 250
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Final Answer:
250
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Problem 1: What are the sexes and eye colours of flies with the following genotypes?
- X^R X^r → Female (two X chromosomes), has one red allele and one white allele → since red is dominant, she has red eyes.
- X^R Y → Male (has Y), has red allele on his only X → red eyes.
- X^r X^r → Female, both alleles white → white eyes.
- X^R X^R → Female, both alleles red → red eyes.
- X^r Y → Male, has white allele on his X → white eyes.
✔ So answers:
- X^R X^r → female, red
- X^R Y → male, red
- X^r X^r → female, white
- X^R X^R → female, red
- X^r Y → male, white
*(Note: The student wrote “X^R X^R ? red” and “X^r Y ? white” — that’s correct!)*
---
Problem 2: What are the genotypes of these flies?
- white eyed, male → must be X^r Y (males get their X from mom; if he has white eyes, his X must carry r)
- red eyed female (heterozygous) → heterozygous means different alleles → X^R X^r
- white eyed, female → must have two recessive alleles → X^r X^r
- red eyed, male → must have R on his X → X^R Y
✔ Answers:
- white eyed, male → X^r Y
- red eyed female (heterozygous) → X^R X^r
- white eyed, female → X^r X^r
- red eyed, male → X^R Y
*(Student got all these right too!)*
---
Problem 3: Cross of white eyed female (X^r X^r) and red-eyed male (X^R Y)
Set up Punnett square:
Mom’s gametes: X^r and X^r
Dad’s gametes: X^R and Y
Offspring:
| | X^R | Y |
|-------|---------|---------|
| X^r | X^R X^r | X^r Y |
| X^r | X^R X^r | X^r Y |
So we get:
- 2 females: X^R X^r → red eyed (since they have R)
- 2 males: X^r Y → white eyed
Total = 4 offspring
→ white eyed, male: 2 out of 4 = 50%
→ white eyed, female: 0 → 0%
→ red eyed, male: 0 → 0%
→ red eyed, female: 2 out of 4 = 50%
✔ Student’s answer is correct!
---
Problem 4: Cross between pure red eyed female and white eyed male
Pure red eyed female = homozygous dominant → X^R X^R
White eyed male → X^r Y
Gametes:
- Mom: X^R, X^R
- Dad: X^r, Y
Punnett Square:
| | X^r | Y |
|-------|---------|---------|
| X^R | X^R X^r | X^R Y |
| X^R | X^R X^r | X^R Y |
Offspring:
- Females: X^R X^r → all red eyed (heterozygous)
- Males: X^R Y → all red eyed
So:
- white eyed, male: 0 → 0%
- white eyed, female: 0 → 0%
- red eyed, male: 2 out of 4 = 50%
- red eyed, female: 2 out of 4 = 50%
✔ Student’s answer is correct!
---
Problem 5: Cross of red eyed female (heterozygous) and red eyed male
Heterozygous red female → X^R X^r
Red eyed male → X^R Y
Gametes:
- Mom: X^R, X^r
- Dad: X^R, Y
Punnett Square:
| | X^R | Y |
|-------|---------|---------|
| X^R | X^R X^R | X^R Y |
| X^r | X^R X^r | X^r Y |
Offspring:
- X^R X^R → female, red
- X^R X^r → female, red
- X^R Y → male, red
- X^r Y → male, white
So:
- white eyed, male: 1 out of 4 = 25%
- white eyed, female: 0 → 0%
- red eyed, male: 1 out of 4 = 25%
- red eyed, female: 2 out of 4 = 50%
✔ Student’s answer is correct!
---
Math Question: If in the above cross, 100 males were produced and 200 females. How many total red-eyed flies would there be?
From Problem 5 cross:
Among males:
- 25% are red eyed → 25% of 100 = 25 red eyed males
- 75% are white eyed? Wait — no! From our Punnett square, half the males are red, half are white? Let’s check again.
Wait — let’s recheck the ratios for males specifically.
In the cross: X^R X^r (mom) × X^R Y (dad)
Male offspring come from:
- Mom gives X^R → son gets X^R Y → red
- Mom gives X^r → son gets X^r Y → white
Each happens 50% of the time.
So among males, 50% are red, 50% are white.
But earlier I said 25% overall — that was across ALL offspring. But now the question says: “100 males were produced and 200 females.”
So we need to calculate based on actual numbers given.
From the cross:
For females:
All females get X^R from dad (because dad is X^R Y, so he gives X^R to daughters).
Mom can give X^R or X^r → so daughters are either X^R X^R or X^R X^r → BOTH are red eyed.
So ALL 200 females are red eyed.
For males:
They get Y from dad, and X from mom.
Mom is X^R X^r → so 50% chance she gives X^R → red eyed male
50% chance she gives X^r → white eyed male
So out of 100 males:
- 50 are red eyed
- 50 are white eyed
Therefore, total red-eyed flies = red females + red males = 200 + 50 = 250
Wait — but the student wrote “350”. That’s incorrect.
Let me double-check.
Is it possible the student misread the percentages?
In the Punnett square for Problem 5, we had 4 offspring:
- 2 red females (X^R X^R and X^R X^r)
- 1 red male (X^R Y)
- 1 white male (X^r Y)
So ratio among offspring:
- Red females: 2/4 = 50%
- Red males: 1/4 = 25%
- White males: 1/4 = 25%
BUT — when the question says “100 males were produced and 200 females”, it’s telling us the actual number born, not assuming equal numbers.
So we don’t use the 25%/50% from the Punnett square as proportions of total — instead, we apply the genetic ratios *within each sex*.
As established:
→ All females are red eyed → 200 red females
→ Among males: 50% red, 50% white → 50 red males
Total red-eyed = 200 + 50 = 250
The student wrote 350 — probably added 200 females + 100 males + 50 something? Or maybe thought 75% of males are red? But no — from genetics, it’s 50% of males are red.
Alternatively, maybe they used the overall percentage: 75% of total offspring are red-eyed? Total offspring = 300 (100 males + 200 females). 75% of 300 = 225 — still not 350.
Or perhaps they did: 200 females (all red) + 100 males (thinking all are red?) → 300, then added 50 more? Doesn’t make sense.
Actually, looking back at the student’s work: they wrote “350” under the math question.
But according to correct genetics:
Females: 200 → all red → 200
Males: 100 → half red → 50
Total red = 250
So the correct answer should be 250
I think the student made a mistake here.
Let me confirm once more.
Cross: X^R X^r (female) × X^R Y (male)
Female offspring: always get X^R from father → so genotype is X^R X^? where ? is from mother → either X^R or X^r → both result in red eyes → 100% of females red.
Male offspring: get Y from father, X from mother → mother gives X^R (50%) → red male; X^r (50%) → white male → so 50% of males red.
Given: 200 females → 200 red
100 males → 50 red
Total red = 250
✔ Final Answer for Math Question: 250
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Final Answer:
250
Parent Tip: Review the logic above to help your child master the concept of sex linked inheritance worksheet.