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Answer

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Exponents and logarithms are related because The logarithm of a number is the exponent by which another fixed value, the base, has to be raised to produce that number.

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The relationship between exponents and logarithms would be that logarithms are inverses of each other so they appear as reflection on graphs i believe .

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The relationship is that logarithm is the exponent as indicated which power is based to.

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The relationship between them is that the logarithm of a number will connect with the exponent by a fixed value.

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Taking the logarithm of a number, one finds the exponent to which a certain value, known as a base, is raised to produce that number once more.

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logarithms are inverses of exponents

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the relationship is the exponent the base has to be raised to proidce the logarithms

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The relationship between exponents and logarithms is that in logarithms you have to find what power you have to raise it to, in order to find the number that was given.

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The relationship between exponents and logarithms is

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Logarithm and exponents are inverse of each other.

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The relationships between logarithms and exponents is that they are inverse functions of another.

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What we supposed to do here

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its just a subtraction is the opposite of addition and division is the opposite

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Logarithms are the opposite of exponentials, just as subtraction is the opposite of addition and division is the opposite of multiplication.

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a logarithm is an exponent. Taking the logarithm of a number