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Tutors Answer Your Questions about logarithm (FREE)
Question 7136: Hi, I'm having a tad bit difficulty trying to work out this: 2n log n = 10^9 (log to the base 10).
Now I know its probably easy to show but I can never get the right answer. Spent how long on it. Heres wat i thought. n log n = (10^9/2). thats how far i got. I tried using e, and ln and even did a square root. And it was incorrect. Please help it would be truely greatful.
Click here to see answer by khwang(438)  |
Question 7157: Find a value for X in he equation
2log10X+3 = log10X+log10 500
i'm assured the second line is
+log10 1000 = log10X+log10 500
How do you get that from above, i tried using my calculator but it kept giving me errors.
Click here to see answer by prince_abubu(198)  |
Question 7953: Find the Value of the given expression. multiple choice. I know this is probly easy but cant get a understanding or find how to figure this out with my text.Thanks in Advance
Q:log AB^2
A. 2 log A log B
B. 2 log A + log B
C. log A + log B + log 2
D. log A + 2 log B
Click here to see answer by longjonsilver(2297)  |
Question 9403: Im not sure how to write the expression as the logarithm of a single quantity...
3(lnx-2ln(x^3-1))+4ln5......I got 3lnx-6lnx^3-6ln+4ln5
I also need help expanding the expression as the sum, difference and/or multiple of logarithms....
log 5y^3/x^2
Click here to see answer by longjonsilver(2297)  |
Question 9403: Im not sure how to write the expression as the logarithm of a single quantity...
3(lnx-2ln(x^3-1))+4ln5......I got 3lnx-6lnx^3-6ln+4ln5
I also need help expanding the expression as the sum, difference and/or multiple of logarithms....
log 5y^3/x^2
Click here to see answer by rapaljer(3610)  |
Question 12234: OK , here is the problem, solve for x.
x^(1+ln x)= 7,39
Doesn´t look that complicated but I keep getting stuck.
Incidentally I´ve discovered that 7,39 = e^2 and I think that the answer for x = square root of 7,39, but don´t know how to get there.
Thanks in advance for any assistance.
Click here to see answer by longjonsilver(2297)  |
Question 12591: Please help with this problem: 3 log 3 x=5 (the second "3" is under the word "log"). I can't seem to follow the pattern on my textbook. I would love to see the steps to working out this problem. thanks!
Click here to see answer by rapaljer(3610)  |
Question 13926: I am not sure how to go about this, it was listed in a solution and there is alot of assumptions on the readers behalf or atleast mine.
nlog(base4)n=log(base2)4*nlog(base2)n=2nlog(base2)n
There is a base change from 4 to 2 and I am getting hung up on this one.
nlog(base4)=n(log(base 2)n/log(base 2)4)= n(log(base 2)n-log(base 2)4)=
nlog(base 2)n - nlog(base 2)4
is what I have tried and they don't look the same. Could you please help.
Thanks in advance.
Michael
Click here to see answer by longjonsilver(2297)  |
Question 11901: I am trying to figure out how to simplify and hence solve the following equation.

I know but I am stuck as I don't know how to deal with other than to make it but then what do you do with that? Perhaps I am going about it the wrong way. Any help would be appreciated, thankyou.
Click here to see answer by khwang(438)  |
Question 17260: help.... I cant find the answer.
G= .067+.052 Log (M)
I tried subtracting .067 from both sides and got
G-.067 = .052 Log (M)
then dividing both sides by .052
to get (G-.067)/.052=Log M
then plugged it into my calculator and got the wrong answer.
Click here to see answer by rapaljer(3610)  |
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