Question: Problem 4. (a) Formulate Euler's Theorem. (b) Formulate Euler's product formula for $(n). Find (100) and (1125) (c) Apply Euler's Theorem to find the last

Problem 4. (a) Formulate Euler's Theorem. (b) Formulate Euler's product formula

Problem 4. (a) Formulate Euler's Theorem. (b) Formulate Euler's product formula for $(n). Find (100) and (1125) (c) Apply Euler's Theorem to find the last two digits of 113003. Make all steps of your reasoning clear. (d) Show that 4 is not a primitive root modulo 9 and that 5 is a primitive root modulo 9

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