Update: This is asking us to calculate relative error due to floating point approximations, but then suggests using exact operations (instead of floating point arithmetic). Basically saying that fl(x+y)=x+y, but xx(1+x) and similarly for y. We just assume no error from the operations but the values x,y have intrinsic error themselves.

Consider the operation f(x,y) = x+y for the following questions (a) (5) Estimate the relative error due to floating point approximations to the representation of the numbers assuming exact operations Type Markdown and LaTeX: 2 (b) (10) Demonstrate this behavior by plotting the relative error. In [ ]: # INSERT CODE HERE raise NotImplementedError( "Replace this statement with your solution.") Consider the operation f(x,y) = x+y for the following questions (a) (5) Estimate the relative error due to floating point approximations to the representation of the numbers assuming exact operations Type Markdown and LaTeX: 2 (b) (10) Demonstrate this behavior by plotting the relative error. In [ ]: # INSERT CODE HERE raise NotImplementedError( "Replace this statement with your solution.")