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blagie [28]
4 years ago
4

Which two statements are true for the cross illustrated by this Punnett square? R-smooth seeds, r-wrinkled seeds The F1 generati

on will be homozygous. The entire F1 generation will be hybrid. The entire generation will have smooth seeds. The entire generation will have wrinkled seeds. 50% of the generation will have wrinkled seeds.
Biology
2 answers:
zysi [14]4 years ago
8 0

Answer:

The correct answers are: The entire F1 generation will be hybrid.

                                           The entire generation will have smooth seeds.

Explanation:

If the crossing individuals are <u>both homozygote</u>, then the F1 generation will be 100% heterozygote and will have smooth seeds.

The Punnet square is:

               R                        R

r              Rr                       Rr

r              Rr                       Rr

F1 Genotype: 100% Heterozygote

     Phenotype: 100% Smooth, which is the dominant trait.

  • <em>The F1 generation will be homozygous</em>. False. As the crossing individuals are <u>both homozygote</u>, the whole F1 generation must be heterozygote.
  • <em>The entire F1 generation will be hybrid</em>. True, all the F1 individuals will be heterozygote.
  • <em>The entire generation will have smooth seeds</em>: True, as the <u>smooth trait is dominant</u> over the wrinkled trait and all the <u>F1 individuals are heterozygotes</u>, they all express the smooth trait.  
  • T<em>he entire generation will have wrinkled seeds</em>: False because the <em>wrinkled trait is the recessive one</em>, so unless there is a homozygote individual for the trait, <em>it can not be expressed</em>.
  • <em>50% of the generation will have wrinkled seeds</em>: False. This would be the case in which a smooth heterozygote individual is crossed to a wrinkled homozygote individual. In the present example, both parental lines are homozygote.

zaharov [31]4 years ago
8 0

Answer:

The entire F1 generation will be hybrid.The entire generation will have smooth seeds.

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What is the sample variance of the following data, which describe the height growth of 10 foxtal pine trees grown in a common ga
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Answer:

Although the data in the question is not clearly stated, the correct date is stated in the image attached to this answer and it is also stated below

What is the sample variance of the following data, which describe the height growth of 10 foxtail pine trees grown in a common garden ( give your  answer to one decimal place)?

Tree            Height(cm)

1                  25.6987

2                 19.6587

3                 11.4780

4                 9.11130

5                 16.8747

6                 14.7771

7                 33.0001

8                 24.0000

9                 19.4441

10                14.1010

answer 51.9

Explanation:

what is a sample variance?

A sample variance (denoted as S^{2}) is used to calculate how far a set of numbers are from the mean value of the set. Mathematically, it is defined as the average of the squared deviations from its mean value.

Let the individual value of the trees be represented as x₁ to x₁₀

Let the total number of Foxtail pine trees be N

To calculate the standard deviation, we will first calculate the mean or average of the height of the trees

1. Mean (μ) = \frac{x_{1}+x_{2}+x_{3}+x_{4}+x_{5}+x_{6}+x_{7}+x_{8}+x_{9}+x_{10}  }{N}

                  = \frac{25.6987+19.6587+11.4780+9.11130+16.8747+14.7771+33.0001+24.0000+19.4441+14.1010}{10}  = \frac{188.1437}{10} = 18.8144

2. we need to calculate the sum of the squares of the individual deviations.

∑[x-μ]²= (25.6987-18.8144)^{2}+(19.6587-18.8144)^{2}+(11.4780-18.8144)^{2}+(9.11130-18.8144)^{2}+(16.8747-18.8144)^{2}+(14.7771-18.8144)^{2}+(33.0001-18.8144)^{2}+(24.0000-18.8144)^{2}+(19.4441-18.8144)^{2}+(14.1010-18.8144)^{2}=466.8786

3. Now the variance is ; (∑[x-μ]²) ÷ (N-1) and since N=10, then N-1 = 10-1 = 9

= \frac{466.8786}{9} = 51.8754.

we were asked the give our answer to one decimal place

∴ Variance(S^{2})= 51.9

   

3 0
3 years ago
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