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Daniel [21]
3 years ago
9

Explain how the same four nitrogen bases contribute to the variation seen between you and other humans.

Biology
2 answers:
Alexandra [31]3 years ago
7 0

The four nitrogen bases contribute to the variation between humans because the order of nucleotides determines phenotypic features associated with genetic inheritance.

  • In DNA, there are four types of nucleotides, each containing one different nitrogen base.

  • The four nitrogen bases in DNA nucleotides are Adenine, Guanine, Cytosine, and Thymine.

  • The linear order of these nucleotides in genes largely determines the phenotypic features associated with genetic inheritance.

In conclusion, the four nitrogen bases contribute to the variation between humans because the order of nucleotides determines phenotypic features associated with genetic inheritance.

Learn more in:

brainly.com/question/19461188

Sholpan [36]3 years ago
6 0

Answer:.nitrates

            .ammonia

             .proteins

             . ammonium salts

Explanation: the variations of the nitrogen bases are: NO3 (nitrate), which is found in the plant nodules that we feed on,

.Ammonia, which is excreted by us through urines, which also contains nitrogen, which when absorbed into the soil, form ammonium salts

.proteins, that we get when we feed on nitrogenous foods, which when we die they get decomposed into nitrates and ammonia.

.ammonium salts, teat are changed by the nitrifying bacterias into nitrogen gas which returns back in the atmosphere

.

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Percentage of calories = ?
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Suppose the North American plate is moving away from the Eurasian plate at a rate of 2 cm per year. The eastern-most point of No
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The correct answer is - 1,180 km.

North America and Europe move away from one another, though the two plates, the North American and Eurasian are merging together on the other side. Since the rate of moving away is 2 cm per year, and the current distance is 1,184 km between North America and Europe, the distance between them 200,000 years ago was 1,180 km.

To get to the result we only need to multiply the number of years with the annual movement

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Than divide the result with 100,000, as that is how much cm are in one km

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