Part A In order to prepare for problems where error has been introduced, lets start by solving a problem without any error in the data. Given the following uncorrupted data -121 our first task is to come up with an algorithm that will recover the original four number signal, which in this case is: You may assume the original signal consists of four non-negative integers less than 10 for all parts of this Lab. Strategy for Part A Now that we have the problem, we need a strategy to solve the problem. Since there is no error, by selectively using the equations, you could solve the problem by hand, but don't do this. We need a strategy that can be easily adapted to handle error when we have it. The approach we will use is quite simple: Make a guess at a random set of integers for the original signal, calculate the result and then check to see if it is right, repeat this process until a solution is found. Part A In order to prepare for problems where error has been introduced, lets start by solving a problem without any error in the data. Given the following uncorrupted data -121 our first task is to come up with an algorithm that will recover the original four number signal, which in this case is: You may assume the original signal consists of four non-negative integers less than 10 for all parts of this Lab. Strategy for Part A Now that we have the problem, we need a strategy to solve the problem. Since there is no error, by selectively using the equations, you could solve the problem by hand, but don't do this. We need a strategy that can be easily adapted to handle error when we have it. The approach we will use is quite simple: Make a guess at a random set of integers for the original signal, calculate the result and then check to see if it is right, repeat this process until a solution is found