Examples of using Log base in English and their translations into Malay
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Colloquial
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Ecclesiastic
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Computer
And log base 10.
But remember it only means log base 10.
Log base three of one/ nine divided by eighty-one.
So this simplifies to 2 over log base 10 of 5.
So log base two of eight. two to what power is equal to eight?
So log without any other information is log base 10.
They have functions for log base e, which is a natural logarithm.
So that's the samething as x is equal to a to the 1 over log base x of a.
We are asked to simplify a log base 5 of 25 to the"x" power over"y".
Log base two of eight is equal to three. two to what power is equal to thirty-two?
It seems like the relevantlogarithm property here is if I have log base"x" of a to the"p" power.
This is the same thing as the log base two of thirty-two over the square root of eight to the one half power.
Let me put b right over there. and if we want to solve for the c,you just divide both sides by log base x of a.
That this is the same thing as the log base 10 of 3, divided by the log base 10 of 7.
These sizes are based on the Krumbein phi scale,where size in Φ=-log base 2 of size in mm.
We could say that's the same thing as log base ten of three hundred and fifty-seven divided by log base ten of seventeen.
Well here once again we have a square root here, so we could say thisis equal to one half times log base two of thirty-two.
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.
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.
Because there is no log base seventeen button on your calculator. You will probably either have a log button or you will have an ln button.
The answer to this should be close to log, log base anything really of 2 divided by.
So if I wanted to write the log base two of the square root of-- let me think of something. Of thirty-two divided by the cube-- no, I will just take the square root.
And actually we don't even need a calculatorto evaluate this top part. log base 10 of 100-- what power I have to rise 10 to get to 100?
So this part right over here can be written as"x" times the logarithm of base 5 of 25 andthen of course we have minus log base 5 of"y".
The 2 means 2x our money, divided by log base whatever this is, 10 of, in this case, instead of 1.1, it's going to be 1.06.
Log base 3 of 27x. So once again-- not clear that this is simpler than this right over here. It's just another way of writing it using logarithm properties.
Then based on this property right over here this thing can be rewritten,this is going to be equal to this can be written as log base 10 of 4 to the second power, which is really just 16. and then we still have minus logarithm base 10 of 2.
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.
Log base 5 twenty five to the"x" over"y" to this property means that its the same thing as log base 5 to the twenty five to the"x" power minus log base 5 of"y".
Log base 3 of 27 times x-- I will write it that way-- is equal to log base 3 of 27 plus log base 3 of x. And then this right over here we can evaluate, this tells us: what power do I have to raise 3 to get to 27. You can view it this way.