What is the remainder whe 7^700 is divided by 100?
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According to modulo rules, both sides can be raised to the power 175 without impacting the (1) statement. So 7^700=1(mod100) as 1 raised to any positive power is 1. So 1 shall be the remainder on dividing 7^700 by 100.
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Explanation:
According to modulo rules, both sides can be raised to the power 175 without impacting the (1) statement. So 7^700=1(mod100) as 1 raised to any positive power is 1. So 1 shall be the remainder on dividing 7^700 by 100..
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