You are given the following kernel and image: (a) Use the mechanics of spatial filter shown in lecture7 slides #5, when the kernel is centered at point (2, 3) (2nd row, 3rd col), show calculation procedure at this point of w and f. (b) Compute the convolution, . Show the details of your computations when the kernel is centered on point (2, 3) of f; and then show the final full convolution result. (c) Compute the correlation, w. Show the details of your computations when the kernel is centered on point (2, 3) of f; and then show the final full correlation n result. (d) If the kernel is separable, then the kernel can be expressed as product of two vectors, = 12. Decide whether the kernel w is separable. (e) Prove that if the kernel is separable, = 1 (2 )