Determine the z-transform of the following sequences using the z-transform table and the z-transform properties: x(n) = (-1)"u(n)
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- determine the following values for the nth partial sumof the Fourier Series of the given function:fx=×+4.I-7, 7]Find the z-transform for each of the following sequences: a. x(n) = 10u(n) h. x(n) = 10sin(0.25xn)u(n)The following sequences x(n) and h(n) are given:x(n) = 3δ(n) + 7δ(n+2) - 10δ(n-1) + 5δ(n-2)h(n) = 6δ(n) + 4δ(n-1) + 2δ(n-3) (a) Using the appropriate property of z-transform to find the linear convolution y(n) = x(n)h(n) (b) Find also the linear convolution using table method, and then compare the results.