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What is the value of 'x' in the expression 'log of 125 to the base 5'?
What is the value of 'x' in the expression 'log of 125 to the base 5'?
$x = 3$
What is the exponential form of the expression 'logarithm of 81 to the base 3'?
What is the exponential form of the expression 'logarithm of 81 to the base 3'?
$3^4 = 81$
What does the expression 'logarithm of $a$ to the base $b$' represent in terms of exponentiation?
What does the expression 'logarithm of $a$ to the base $b$' represent in terms of exponentiation?
It represents the question 'what power must $b$ be raised to in order to obtain $a$?'
What does the expression 'logarithm of $c$ to the base $d$' tell us about the relationship between $c$ and $d$?
What does the expression 'logarithm of $c$ to the base $d$' tell us about the relationship between $c$ and $d$?
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Explain the connection between logarithms and exponents.
Explain the connection between logarithms and exponents.
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