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…Telecommunications has increased rapidly in the past several years to the point that many telephone service customers and personal computer users cannot find a reliable source of electrical power to operate their equipment. Power line transmissions for electrical power may be provided to homes and businesses. The power lines may be conducted from a central power station to a residence or business. The transmission system includes power line conductors as well as a network of taps from which the power lines may be tapped at any one or more of the residences or businesses.
The power lines from the central station are usually conducted under the roads or paths of travel between the residences or businesses and the central power station. Interruption of service due to any power line fault may require the interruption of a service for a significant length of time. A fault at one location in a power line may occur without disrupting service to any other point in the power line system. When a fault occurs in a power line system, it is desirable that maintenance personnel be provided with an indication that service is interrupting or is about to be interrupted.
The power lines are also used to communicate data signals along with the power signals. Service providers usually use a number of types of taps for tapping power lines for a variety of purposes. These taps may include telephone, television, security, and general usage taps. The use of these various types of taps to communicate data signals in the power line system is also known in the art.Q:
$\frac{1}{\sqrt{x-3}}+\frac{1}{\sqrt{x-4}}+\dots +\frac{1}{\sqrt{x-n}}$ is a decreasing function
Let $n$ be a positive integer. Compute $$\frac{1}{\sqrt{x-3}}+\frac{1}{\sqrt{x-4}}+\dots +\frac{1}{\sqrt{x-n}}$$ for every real $x$ such that $x\geqslant n$.
I think I have solved it using induction method,
$\frac{1}{\sqrt{x-3}}+\frac{1}{\sqrt{x-4}}+\d
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Microbes play a major role in determining the structure and function of ecosystems, in a large part by driving biogeochemical processes. Their activity changes over time and space as a result of community assembly and environmental filtering. Understanding the structure of microbial communities is essential to evaluate the effects of changes in the environment on biogeochemical cycles and functions, which is a central challenge of the current paradigm of microbial ecology. The high-throughput sequencing revolution led to the development of innovative techniques such as microscopic imaging to describe the three-dimensional structure of microbial communities. These tools give rise to the emerging field of “microbial biogeography” that explores the spatial organization of microbial communities across landscapes. Here
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