The answer option which is considered to be true of analogies in supporting problem solving is: Relevant analogies usually help people solve problems, and people do spontaneously think of relevant analogies.
An analogy can be defined as a process through which a situation is compared with another for the purpose of clarity or explanation. Thus, an analogy can be used to explain and illustrate the relationship that exist between two or more things.
In the problem-solving process, an analogy uses relevant or similar situations to proffer a solution to a problem since there exist a relationship between the two circumstances.
In conclusion, relevant analogies usually help people in proffering solution to problems.
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The most reasonable prediction to account for the deviation from the expected results is: in sweet pea plants, the gene for flower color and the gene for pollen grain shapes are genetically linked.
<h2>
Who is the Father of Genetics?</h2>
Gregor Mendel is known as the Father of Genetics, as he established the principles governing the:
- Laws of independent assortment,
- Dominance, and
- Segregation of genes.
However, certain exceptions to these principles exist, such as genetic linkage, which is an example of an exception to the law of independent assortment.
<h3>
What is Genetic Linkage? </h3>
Genetic Linkage is the likelihood for genes or fragments of DNA adjacent together via chromosome to segregate simultaneously at meiosis and hence be inherited together.
The outcome of the parameters given can be interpreted as follows:
- According to the Law of Independent Assortment, we need to know that two or more alleles of distinct genes assort separately or independently.
- The genetic linkage takes place in the provided scenario, but it does not match the 9:3:3:1 ratio. This is because the genetic linkage does not obey the principles of independent assortment, hence, fewer purple offspring are produced.
- As a result, mutations can cause Mendel laws to fail and have an effect on an organism's phenotypic features.
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Answer:
A rotation, then a reflection.
Explanation:
Rotations and reflections are transformations that do not change the shape of the figures. In this case, whenever these two transformations are involved they form congruent figures. This process occurs first with the rotation and then with the reflection, thus creating a rotational symmetry, keeping the identical figures.
