Assertion: logarithm | /r/HasProperty | exponent
Facets:
value: in other words
type: OTHER
value: in a different form
type: OTHER
Source sentences:
text: A logarithm (log for short) is actually just an exponent in a different form.
text: Logarithm , the exponent or power to which a base must be raised to yield a given number.
text: These four basic properties all follow directly from the fact that logs are exponents.
text: A logarithm is an exponent.
text: A logarithm is an exponent which indicates to what power a base must be raised to produce a given number.
text: A logarithm is an exponent.
text: A logarithm is an exponent.
text: A logarithm is an exponent.
text: Remember that a logarithm is an exponent, and the corresponding logarithmic equation is where the 0 is the exponent.
text: Remember that a logarithm is an exponent, and the corresponding logarithmic equation is .
text: Remember that a logarithm is an exponent, and the corresponding logarithmic equation is .
text: Remember that a logarithm is an exponent, and the corresponding logarithmic equation is .
text: Since logarithms are exponents, we will review exponential functions before we review logarithms and logarithmic functions.
text: Recall also that logarithms are exponents, so the exponent is .
text: In other words, The logarithm of a number y with respect to a base b is the exponent to which we have to raise b to obtain y.