Answer:
I think the answer is a consistent body temperature, since they lay one warm things, or in the sun, to get warm and lay on different things to get cool.
> Basing this on the fact that I have two beardies who lay on the ""hot"" side of their cage to get warm, and on the cooler side of the cage to cool down, so please correct me if I am wrong <
Explanation:
Phenotypically and genotypically there are only two different ratios. If you think of a Punett square...
<span>You could say that a pea plant with the trait for the dominant color green (G) could also carry the recessive trait for yellow (g). So let's say you mate a dominant green, (Gg) with another dominant green, (Gg). You would get 1 (GG), 2 (Gg) and 2 (gg). </span>
<span>Phenotypically (as in physical traitwise), the ratio is 3:1 because you have 3 green colored peas and one yellow. </span>
<span>Genotypically (as in traitwise), the ratio is 1:2:1, because you have 1 (GG), 2 (Gg) and 1 (gg). </span>
<span>So although it's random, for any specific trait there are only 4 different outcomes.</span>
Explanation:
Aerobic respiration is a chemical reaction that transfers energy to cells. The waste products of aerobic respiration are carbon dioxide and water.
There are two types of Respiration: Aerobic Respiration — Takes place in the presence of oxygen. Anaerobic Respiration –Takes place in the absence of oxygen.
The examination and interpretation of the experiments by experts in the field is called PEER REVIEW PROCESS.
- The peer-review process is the most widely accepted approach to validate scientific data.
- During peer review, two or more scientific experts in a given area of investigation analyze data and conclusions obtained in a work before its publication.
- The reviewers/evaluators are carefully selected by editors to verify the validity and reliability of the work.
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Option c. dendrochronology
tree rings or dendrochronology they allow to use it in calibration for carbon-14 on temporal placements of fragments of wood (from long dead trees).
Example Bristle cone pines (1957) 4723 years old