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IceJOKER [234]
4 years ago
10

In Drosophila, the mutant alleles vermillion (r), on the X chromosome, and cinnabar (n), on an autosome, cause the same phenotyp

e: bright-red eye color instead of the wild type purple. A male from a true-breeding vermillion stock and a female from a true breeding cinnabar stock are crossed. Predict phenotypic ratios among their F1 and F2 progeny, individually for sons and daughters

Biology
1 answer:
Sergeeva-Olga [200]4 years ago
6 0

Answer:

1. F1: Sons: 100% wild-type, daughters: 100% wild-type.

2. F2: Sons: 5:3 bright-red eye color to wild-type, daughters: 1:3 bright-red eye color to wild-type.

Explanation:

In this example two genes in different chromosomes produce the same phenotype: bright-red eye color. First, vermillion gene is in X chromosome, and the vermillion color is a recessive trait, so vermillion mutants should be:

Mutant Females: X^{r}X^{r}

Mutant Males: X^{r}Y

Wild-type Females: X^{R} X^{R} /X^{R}  X^{r}

Wild-type Males: X^{R}

Second, cinnabar gene is in an autosome and it's recessive too, so mutants should be:

Mutant males or females: nn  

Wild-type: NN

If a vermillion male (X^{r}YNN) is crossed with a cinnabar female X^{R}X^{R} nn, it will produce an F1 as in the first Punnett Square. In this case, all sons and daughters are going to be wild-type.

When F1 is crossed, an F2 is produced as in the second and third Punnett Squares. In this case, in daughters, it will produce a phenotypic ratio of 1:3 red eyes to wild-type eyes.

In sons, it will produce a phenotypic ratio of 5:8 red eyes to wild-type eyes.

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Answer A)

The gene would not be transcribed. This is because the gene transcribing machinery would not be activated if the promoter sequence is not recognized. Transcription will not start.

Answer B)

The gene would not be transcribed. This will result in no RNA polymerase being formed. Hence, transcription and translation will not occur.

Answer C)

The mRNA would contain intron sequences, which would be translated into extra amino acids in the protein. A non- functional protein would be made.

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3 years ago
After an earthquake, which type of seismic wave arrives second at a seismometer?
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Answer: S waves

Explanation:

After an earthquake, secondary waves arrive second at a seismometer. Secondary waves, or S waves, are seismic waves that are known as body waves.

6 0
3 years ago
What is the purpose of Life?
katen-ka-za [31]
Hey there!

I believe the purpose of life is to just pursue your happiness and dreams.

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3 0
4 years ago
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This primate lives in the grassy highlands of Eastern Africa. It has arms and legs that are relatively equal in length and a sho
Serga [27]

Answer:

On the basis of the given information, that is, the ape exhibiting small incisors and biphodant molars, shows that they generally consume fruits and seeds as the prime part of their diet. Thus, mainly the apes feed on fruits, leaves, and seeds, thus it makes them vegetarian.  

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4 0
4 years ago
Balanced equation for Fe+O2 ->Fe2O3
NeX [460]
<h2>Hello!</h2>

The answer is:

The balanced equation is:

4Fe+3O_2=2Fe_{2}O_{3}

<h2>Why?</h2>

Finding a balanced equation of a reaction means making equal the number of atoms for both reactants and products sides, according to the conservation mass law, the mass is always conserved, so, we need to make both quantities of atoms/molecules match.

So, we are given the following reaction:

Fe+O_2=Fe_{2}O_{3}

For the reactants, we have 1 molecule of Fe and 2 of O

For the  products, we have 2 molecules of Fe and 3 of O

So, balancing the Oxygen, we have:

Fe+3*O_2=Fe_{2}O_{3}

Fe+3O_2=Fe_{2}O_{3}

Now, there are 6 atoms of oxygen in the reactant, let's multiply the product by 2 in order to make both sides match, so:

Fe+3O_2=2*(Fe_{2}O_{3})

Fe+3O_2=2(Fe_{2}O_{3})

Now, we can see that there are 6 atoms of Oxygen in both sides, but there are 4  atoms of Fe in the products and just 1 atom in the reactants, so, we need to multiply the Fe by 4.

So, balancing the Iron (Fe) we have:

4*Fe+3O_2=2(Fe_{2}O_{3})

4Fe+3O_2=2Fe_{2}O_{3}

Hence, we can see that we now have the same number of atoms on both sides, we have:

Fe_{reactants}=4\\O_{reactants}=6\\Fe_{products}=4\\O_{products}=6

Therefore, the equation is balanced.

4Fe+3O_2=2Fe_{2}O_{3}

Have a nice day!

5 0
3 years ago
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