Can 9^n end with digit 2 for nEN.Explain
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ACCORDINGLY USING SWITCH SYSTEM THEOREM ON ACCOUNT OF THEORY OF NUMBERS ...
WE HERE CONCLUDE THAT , THE GIVEN EXPRESSION HAS PERIOD OF 2 AND SWITCH NUMBERS BEING 1 AND 0 RESPECTIVELY ...
WHICH DEFINES THAT IT WILL GIVE REPETITION OF PERIODIC VALUES FOR ALL POSITIVE "n"
IT'S PERIODICALLY GENERATED VALUES BEING 9 AND 1 RESPECTIVELY
HENCE , FROM HERE WE CAN CONCLUDE THAT , THE GIVEN EXPRESSION CAN NEVER END WITH 2 ON IT'S UNIT DIGIT PLACE FOR ALL POSITIVE INTEGRAL VALUES OF "n"
WE HERE CONCLUDE THAT , THE GIVEN EXPRESSION HAS PERIOD OF 2 AND SWITCH NUMBERS BEING 1 AND 0 RESPECTIVELY ...
WHICH DEFINES THAT IT WILL GIVE REPETITION OF PERIODIC VALUES FOR ALL POSITIVE "n"
IT'S PERIODICALLY GENERATED VALUES BEING 9 AND 1 RESPECTIVELY
HENCE , FROM HERE WE CAN CONCLUDE THAT , THE GIVEN EXPRESSION CAN NEVER END WITH 2 ON IT'S UNIT DIGIT PLACE FOR ALL POSITIVE INTEGRAL VALUES OF "n"
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