exercise 1.6. let m > 1. Let P E (Z/mZ)[r]. We consider the map Z/mZ → Z/mZ, TH P(T). Compute P(T) for all x, in the following cases: () т %3Dрprimе питber, P = xP – x. (iї) т — 3, Р%3D 127 — х + 1....

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exercise 1.6. let m > 1. Let P E (Z/mZ)[r]. We consider the map<br>Z/mZ → Z/mZ, TH P(T).<br>Compute P(T) for all x, in the following cases:<br>() т %3Dрprimе питber,<br>P = xP – x.<br>(iї) т — 3, Р%3D 127 — х + 1.<br>(iї) т %3D 5, Р%3D г125 — 1.<br>= x<br>

Extracted text: exercise 1.6. let m > 1. Let P E (Z/mZ)[r]. We consider the map Z/mZ → Z/mZ, TH P(T). Compute P(T) for all x, in the following cases: () т %3Dрprimе питber, P = xP – x. (iї) т — 3, Р%3D 127 — х + 1. (iї) т %3D 5, Р%3D г125 — 1. = x

Jun 05, 2022

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exercise 1.6. let m > 1. Let P E (Z/mZ)[r]. We consider the map Z/mZ → Z/mZ, TH P(T). Compute P(T) for all x, in the following cases: () т %3Dрprimе питber, P = xP – x. (iї) т — 3, Р%3D 127 — х + 1....

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