.The process of capturing the requirements includes all ofthe following with the exception of:

Computers and Technology

1 answer:

Wewaii [24]3 years ago

4 0

Answer: A) Verification

Explanation: Capturing of the requirements is the process of which the project is taken up to test the scope that project. The capturing of requirement process is divided into certain parts to conduct the procedure as

Elicitation
Analysis
Validation
Specification

Therefore there is no part of verification in the process so capturing of requirements process has a exception of verification.

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A(n) ___ is a set of CPUs which work in parallel in an attempt to simulate the way the human brain works, although in greatly si

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By definition, a neutral network is a set of CPUs which work in parallel in an attempt to simulate the way the human brain works, although in greatly simplified form.

A neutral network processor is a CPU that takes the modeled operation of how a human brain works on a single chip.

Neutral network processors reduce the requirements for brain-like computational processing of entire computer networks that excel in complex applications such as artificial intelligence, machine learning, or computer vision down to a multi-core chip.

In other words, astificial neutral networks are a computational model that consists of a set of units, called artificial neurons, connected to each other to transmit signals. The input information traverses the neutral network (where it undergoes various operations) producing output values. Its name and structure are inspired by the human brain, mimicking the way biological neurons signal each other.

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Domain of (x+8)/(x(x+10))

UkoKoshka [18]

The domain of this, assuming it's a function, is all real numbers such that x does not equal zero or negative ten.

In interval notation, this is (-∞, -10) U (-10, 0) U (0, <span>∞).

In set builder notation, this is {x | x </span>≠ -10, x <span>≠ 0}.

These inputs are excluded from the domain because they would otherwise allow division by zero. Try plugging in one of the restricted inputs. You'll see that it does not work! On a graph of this </span>function, you will see vertical asymptotes.