The purpose of reverse-engineering is to find out how an object or system works. There are a variety of reasons to do this. Reverse-engineering can be used to learn how something works and to recreate the object or to create a similar object with added enhancements.

Often the goal of reverse-engineering software or hardware is to find a way to create a similar product more inexpensively or because the original product is no longer available. Reverse-engineering in information technology is also used to address compatibility issues and make the hardware or software work with other hardware, software or operating systems that it wasn’t originally compatible with.

How does the reverse-engineering process work?

The reverse-engineering process is specific to the object on which its being performed. However, no matter the context, there are three general steps common to all reverse-engineering efforts. They include:

• Information extraction. The object being reverse-engineered is studied, information about its design is extracted and that information is examined to determine how the pieces fit together. In software reverse-engineering, this might require gathering source code and related design documents for study. It may also involve the use of tools, such as a disassembler to break apart the program into its constituent parts.
• Modeling. The collected information is abstracted into a conceptual model, with each piece of the model explaining its function in the overall structure. The purpose of this step is to take information specific to the original and abstract it into a general model that can be used to guide the design of new objects or systems. In software reverse-engineering this might take the form of a data flow diagram or a structure chart.
• Review. This involves reviewing the model and testing it in various scenarios to ensure it is a realistic abstraction of the original object or system. In software engineering this might take the form of software testing. Once it is tested, the model can be implemented to reengineer the original object.

1. Calculate the regression coefficients from the following :

Answer: Click here to get answer —> regression-sikshapath

2.State t-test and its applications for small samples.

Answer: Go through the below link for answer :

State t-test and its applications for small samples.

3.If the regression coefficient are 0.8 and 0.2 , what would be the value of coefficient of correlation?

Answer:

Let rx=0.8, ry=0.2
Coeff. of correlation=Geometric Mean of Regression Coeff.
=√(0.8 x 0.2)
=√(0.16)

= 0.4

Coeff. of correlation = 0.4