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We mentioned in Section 3.4 that to perform convolution we rotate the kernel by 180^∘. The rotation is "built" into Eq. (3-35). Figure 3.28 corresponds to correlation. Draw the part of the figure enclosed by the large ellipse, but with w rotated 180^∘. Expand Eq. (3-35) for a general 3 ×3 kernel and show that the result of your expansion corresponds to your figure. This shows graphically that convolution and correlation differ by the rotation of the kernel. | Numerade

We mentioned in Section 3.4 that to perform convolution we rotate the kernel by 180^∘. The rotation is "built" into Eq. (3-35). Figure 3.28 corresponds to correlation. Draw the part of

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Use Circular Convolution method to obtain Linear convolution of the following two signals, x(n) and h(n).b. Explain with a block-diagram the steps to perform Linear Convolution of two signals having unequal lengths N and N using DFT/FFT [14pt]

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