Answer:
Seven days after a spring tide, the sun and moon are at right angles to each other. This produces moderate tides known as neap tides, meaning that high tides are a little lower and low tides are a little higher than average. Neap tides occur during the first and third quarter moon, when the moon appears "half full.
<span>Producers or autotrophs
Autotrophs obtain energy by the process of photosynthesis. Any living organism need energy to survive and autotrophs are no different. Two types of autotrophs are present and they are Photoautotrophs and Chemoautotrophs. The Photoautotrophs rely on the energy produced during the process of photosynthesis and the Chemoautotrophs get their energy from most of the inorganic substances. Phtoautotrophs actually get their energy from the sunlight and then convert it into reusable form. In case of Chemoautotrophs ammonia is an important source of energy for them.</span>
This type of evolution is known as Microevolution.
Microevolution is the gradual shift in allele frequencies within a population. Four separate processes—mutation, natural and artificial selection, gene flow, and genetic drift—are responsible for this shift. Compared to the changes referred to as macroevolution, this transformation occurs over a very brief period of time (in evolutionary terms).
The area of biology known as population genetics offers a mathematical framework for the study of the microevolutionary process. The goal of ecological genetics is to track microevolution in the natural world. Microevolution is frequently seen in visible forms of evolution, such as antibiotic-resistant bacterial strains.
Speciation, which supplies the building blocks for macroevolution, may result from microevolution.
Therefore, the correct answer is Microevolution. The Microevolution in which Anole lizards on tiny, hurricane-ravaged islands evolved shorter legs.
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Answer:
The population increases at a rate of approx. 0.70% per year.
Explanation:
The population (P) as a function of time (t) is as follows:
Given that the population doubles in 100 years, let's calculate 
:
≅ 
%
