The following transfer functions describe the corresponding digital systems: z+0.d5 a. H(z) = = (z-0.d5) (z+z+0.d5)...

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The following transfer functions describe the corresponding digital systems: z+0.d5 a. H(z) = = (z-0.d5) (z²+z+0.d5) Where d5 is the fifth digit of your cell phone number provided in Google Class room. z² +0.d2d5 b. H(z) = (z-0.d5) (z²+d3z+d2d5) Where d2, d3, d5 are the 2nd, 3rd, 5th digits of your cell phone number provided in Google Class room. For example if your cell phone number given in Google Classroom is 01766096001 then: d₂=1; d3=7; d5=6; For each (a) and (b), sketch the z-plane pole-zero plot and determine the stability status for the digital system. The following transfer functions describe the corresponding digital systems: z+0.d5 a. H(z) = = (z-0.d5) (z²+z+0.d5) Where d5 is the fifth digit of your cell phone number provided in Google Class room. z² +0.d2d5 b. H(z) = (z-0.d5) (z²+d3z+d2d5) Where d2, d3, d5 are the 2nd, 3rd, 5th digits of your cell phone number provided in Google Class room. For example if your cell phone number given in Google Classroom is 01766096001 then: d₂=1; d3=7; d5=6; For each (a) and (b), sketch the z-plane pole-zero plot and determine the stability status for the digital system.

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To sketch the polezero plot of the given transfer functions we need to first factorize the denominat... View the full answer