Examples of using Log base in English and their translations into Korean
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Colloquial
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Ecclesiastic
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Ecclesiastic
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Programming
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Computer
Log base 6 of 40.
So remember this is log base one hundred hundred of one.
Log base a of b over c.
All right, Jonathan wrote the equation log base 6 of x minus 4 is equal to 0 on the board.
Log base one/ two of one/ eight.
So let's see what this is. three times log base-- what's log base two of eight?
So log base 3 of 27 is equal to 3.
Enables you to read events from an event log based on an event query.
What is log base one hundred of one?
And we also know-- and this is derived really straight from both of these, is: that log base a of b minus log base a of c that this is equal to.
Log base two of eight is equal to three.
So right-hand side simplifies to log base 10 of 8 the left-hand side is log base 10 of 3x.
Log base four of sixty-four is equal to x.
The teacher says, you can use your calculator, and using your calculator I want you to figure out the log base seventeen of three hundred and fifty-seven.
Log base-- we could do either e or ten.
So what is log base ten of let's say, one million?
Log base three of one/ nine divided by eighty-one.
So we could write log base three of twenty-seven is equal to three.
So log base four of sixty-four is equal to three.
So this is log base three over one/ seven hundred and twenty-nine.
So log base one/ two of one/ eight is equal to three.
We know that log base eight of sixty-four would equal two, right?
Log base 10 of b divided by log base 10 of a.
So let's say I have log base B of A is equal to log base C of A divided by log base C of B.
Log base two of eight is equal to three. two to what power is equal to thirty-two?
So this is log base b of a minus log base b of c is equal to log base b of-- well I ran out.
Log base 10 is used so frequently in the sciences that it has the honor of having its own button on most calculators.
This equals one half log base two of thirty-two minus one fourth-- because we have to distribute that one half-- minus one fourth log base two of eight.
So log base 6 of 40 is equal to log base 10 of 40 divided by log base 10 of 6, which is choice D.