If j%k is equivalent to k j , what is the value of k%(j%k)?

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Accepted Answer

The definition of the function states that the term after the % symbol should be raised to the power of the term before the % symbol. Replace the expression j%k with its given value, k j , and the problem becomes k%(k j ). The term after the % symbol, k j , should be raised to the power of the term before the % symbol, k: (k j ) k = k jk . Remember, when an exponent is raised to an exponent, multiply the exponents.

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