Step-by-step Breakdown: 1. Apply Modular Arithmetic: Recall that under modulo : (a + b) is congruent to b (mod a) (a + b)^n is congruent to b^n (mod a) 2. Interpretation: The term a+b reduces to b under modulo a. Raising this to the power n means: (a + b)^n is congruent to b^n ( mod a) Final Answer: x = b^n ( mod a)
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Step-by-step Breakdown:
1. Apply Modular Arithmetic:
Recall that under modulo :
(a + b) is congruent to b (mod a)
(a + b)^n is congruent to b^n (mod a)
2. Interpretation:
The term a+b reduces to b under modulo a. Raising this to the power n means:
(a + b)^n is congruent to b^n ( mod a)
Final Answer:
x = b^n ( mod a)
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