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B. [0/4 Points] DETAILS PREVIOUS ANSWERS FT.13 The momentum distribution of a certain particle in one-dimension is given by the momentum-space wave function v(P) = N- P where N is a normalization constant and o is some quantity with the same dimensions as momentum. Determine IV (In forms of or) and the normalized wave function, (c) N- X 2v 2 2 + 12 X Note: . You may wish to use your Fourier Transform tablo and properties. . Remember NOT to evaluate square roots. I, or C numerically. . If you encounter hi, you can enter it into the answer box by typing 'har. Be not enter as numeric value for it . Remember trial you can build a piecewise function by using the step function, if needed To sales a step function, use the notation #() like in your fultrial . Remember that your tutorial hes Hints in it, at the end of each chapter If you've shirk, they are often quite usefull . If you like, you can go ahead and plot the position and momentin probabilly distributions as the original problem in your tutorial requests, (you'll want to use comensionless vanables to do an), b plots, they're just for your wen benefit