Question

An inbred strain of plants has a mean height of 20 cm. A second inbred strain...

An inbred strain of plants has a mean height of 20 cm. A second inbred strain also has a height of 40 cm. Crossing the two strains produces an F1 that has a mean height of 30 cm. The F2 have a continuous range of heights was observed with most plants around 30 cm and 1 out of 1000 at 20-cm, and 1 out of 1000 at 40 cm. How much does each additive allele contribute to height?

1.

1-cm

2.

2-cm

3.

3-cm

4.

4-cm

5.

5-cm

Homework Answers

Answer #1

Answer:

Based on the given information:

  • Mean height of first inbred strain of plants = 20 cm.
  • Mean height of second inbred strain of plants = 40 cm.
  • 1st inbred strain x 2nd inbred strain ----> F1 that has a mean height = 30 cm.
  • The F2 have a continuous range of heights was observed with
    • most plants around 30 cm
    • 1 out of 1000 at 20cm
    • 1 out of 1000 at 40 cm

Number of alleles involved in controlling plant height = 5 (closest expected ratio is 1/1000 is ~1/210)

  • Number of genes involved = 5
  • Number of aditive alleles = 2*5 = 10
  • Maximum contribution of additive alleles = (40-20) / 10 = 20cm / 10 = 2cm

How much does each additive allele contribute to height

  • 1) 1-cm
  • 2) 2-cm - Correct Option
  • 3) 3-cm
  • 4) 4-cm
  • 5) 5-cm
Know the answer?
Your Answer:

Post as a guest

Your Name:

What's your source?

Earn Coins

Coins can be redeemed for fabulous gifts.

Not the answer you're looking for?
Ask your own homework help question
Similar Questions
An inbred strain of plants has a mean height of 48 cm. A second strain of...
An inbred strain of plants has a mean height of 48 cm. A second strain of the same species has a mean height of 57 cm. When plants from the two strains are crossed together, all the plants in the F1 generation is 52.5 cm tall. On the other hand, crossing two F1 plants provides a wide range of different heights in the F2 generation: Most of the plants are the same height as the F1 generation plants, while fewest...
Two highly inbred strains of the same plant species differ in stem length. The long stem...
Two highly inbred strains of the same plant species differ in stem length. The long stem strain has an average stem length of 16 cm, and the short stem strain has an average stem length of 10 cm. The strains were crossed to form F1 and F2 populations, and the variances in stem length for these populations were found to be 0.36 cm2 and 0.81 cm2, respectively. What is your best estimate of the number of genetic loci affecting stem...
Suppose a researcher performed an experiment to determine the number of genes affecting fruit size in...
Suppose a researcher performed an experiment to determine the number of genes affecting fruit size in tomatoes. She crossed a domesticated, heirloom tomato plant with a wild tomato plant for two generations to obtain F2 individuals. In the parental lines, the domesticated tomatoes had a fruit diameter of 17 cm and the wild tomatoes had a fruit diameter of 5 cm. If fruit size is an additive genetic trait, what number of genes should we expect to contribute to this...
(1) To estimate the mean height μμ of male students on your campus, you will measure...
(1) To estimate the mean height μμ of male students on your campus, you will measure an SRS of students. Heights of people of the same sex and similar ages are close to Normal. You know from government data that the standard deviation of the heights of young men is about 2.8 inches. Suppose that (unknown to you) the mean height of all male students is 70 inches. (a) If you choose one student at random, what is the probability...
1. A species has a diploid chromosome number of 10. In cells undergoing meiosis the number...
1. A species has a diploid chromosome number of 10. In cells undergoing meiosis the number of chromosomes present in one of the two cells produced after the first division of meiosis is a) 5 b) 10 c) 15 d) 20 d) 40. 2.You cross an Aa Bb Cc individual with an individual of genotype Aa Bb cc: The expected proportion of offspring of genotype Aa BB cc is a) 1/2 b) 1/4 c) 1/8 d) 1/16 e) 1/32. 3.In...
Q 1) The height measurements of 600 adult males are arranged in ascending order and it...
Q 1) The height measurements of 600 adult males are arranged in ascending order and it is observed that 180th and 450th entries are 46.3 and 67.8 inch respectively. If the measurements are normally distributed. i. Find the mean and the standard deviation of the distribution. ii. Find the number of males whose height is between 40 and 70 inches. Q 2) In order to be accepted into a top university, applicants must score within the top 5% on the...
Student # Gender Height Shoe Age Hand 1 F 68 8.5 20 R 2 F 60...
Student # Gender Height Shoe Age Hand 1 F 68 8.5 20 R 2 F 60 5.5 27 R 3 F 64 7 31 R 4 F 67 7.5 19 R 5 F 65 8 20 R 6 F 66 9 29 R 7 F 62 9.5 30 L 8 F 63 8.5 18 R 9 F 60 5 19 L 10 F 63 7.5 42 R 11 F 61 7 20 R 12 F 64 7.5 17 R 13...
3. (a) Use the sample to make a point estimate of the mean height of the...
3. (a) Use the sample to make a point estimate of the mean height of the entire female/male SCC student body. (b) Construct a 93% confidence interval for the mean height of the entire female/male SCC student body. (c) What is the width of this interval? (d) Write a sentence interpreting your confidence interval. male Student # Gender Height Shoe Age Hand 1 M 67 10 19 R 2 M 74 12 17 R 3 M 72 11.5 19 R...
Multiple Choice Select the best answer from the available choices for each question. Which of the...
Multiple Choice Select the best answer from the available choices for each question. Which of the following is NOT part of the definition of a sample space S? S can be discrete or continuous Each outcome must be in S at most once Each element in S is equally likely Each outcome must be in S at least once S is a set of possible outcomes in an experiment Three A’s, three B’s, and two C’s are arranged at random...
1. Suppose that the time it takes you to drive to work is a normally distributed...
1. Suppose that the time it takes you to drive to work is a normally distributed random variable with a mean of 20 minutes and a standard deviation of 4 minutes. a. the probability that a randomly selected trip to work will take more than 30 minutes equals: (5 pts) b. the expected value of the time it takes you to get to work is: (4 pts) c. If you start work at 8am, what time should you leave your...