Recall that the 2D Fourier transform essentially maps an image into a collection ofpatterns. Consider the following k-space coordinates and sketch the pattern theyrepresent.a. k, = kŷb. kz = 2k (0.5 & + 9)c. kz =2V3Take the constant k to represent a pattern with a periodicity of that of the lines on apiece of notebook paper, and scale each of them appropriately.

Given data, Given k-space vectors are :- k→1=ky^k→2=2k0.5x^+32y^ =kx^+3ky^k→3=k2x^

Recall that the 2D Fourier transform essentially maps an image into a collection of patterns. Consider the following k-space coordinates and sketch the pattern they represent. a. k, = kỹ b. k2 = 2k (0.5 2 +9) c. k, =2 V3 Take the constant k to represent a pattern with a periodicity of that of the lines on a piece of notebook paper, and scale each of them appropriately.

Recall that the 2D Fourier transform essentially maps an image into a collection of patterns. Consider the following k-space coordinates and sketch the pattern they represent. a. k, = kỹ b. k2 = 2k (0.5 2 +9) c. k, =2 V3 Take the constant k to represent a pattern with a periodicity of that of the lines on a piece of notebook paper, and scale each of them appropriately.