SOLUTION: okay, so i have no idea how to do this. the question is:
(1/2log base 5 of 16 -3log base 5 of X)+4log base 5 of Y -5(log base 5 of X squared -3log base 5 of X squared Y)
I thin
Algebra.Com
Question 422571: okay, so i have no idea how to do this. the question is:
(1/2log base 5 of 16 -3log base 5 of X)+4log base 5 of Y -5(log base 5 of X squared -3log base 5 of X squared Y)
I think I have the next part right, but I have no clue.
[1/2(log16/log5)-3(logX/log5)]+4(logY/log5)-5[(logXsquared/log5)-3(logXsquaredY/log5)]
Sorry, its hard to type subscripts, etc.
Answer by jsmallt9(3758) (Show Source): You can put this solution on YOUR website!
Logarithms with bases, like the ones in your problem are definitely difficult to post. Nevertheless you did a very good job with it. (In case you are curious about how I was able to get your expression to look like it does above, then click on the "Show Source" link just above this solution. The syntax you see can also be used when posting problems.)
Although you posted the expression well, you completely omitted what the problem is. What are you/we supposed to do with that expression? There should have been some kind of directions about what it is you are supposed to do.
If the instructions were to convert the logarithms from base 5 logarithms to base 10 logarithms then your "next step" is correct. And you would be done.
If the instructions are something else then re-post your question and include the instructions. (I suspect that the instructions are something like "Rewrite this expression as a single logarithm". But I am not going to provide a solution to a problem that may not be the problem you have.)
RELATED QUESTIONS
3log(base 5)X=4log(base 5)2-1/2log(base... (answered by stanbon)
How do you combine the following logarithms: 2(log(base 5)X + 2log(base 5)4 - 3log(base... (answered by josmiceli)
Express y as a function of x. What is the domain?
a) log(base 2)xy = 3log(base 2)x
b)... (answered by stanbon,rothauserc)
Solve the equation for x: 2log base 5 of x + log base 5 of 3 = log base 5(1/125) (answered by lwsshak3)
{{{((1/2)log(5, (16)) -3log(5, (x)))+4log(5, (y))-5(log(5, (x^2))-3log(5, (x^2y)))}}}
I (answered by jsmallt9)
how do i reduce this: 3log base 5 of 2-(5log base 5 of x+log base 5 of 48) ? email... (answered by ankor@dixie-net.com)
how do condense log base 5 of y-(log base 5 of x+2 log base 5 of r)
(answered by ewatrrr)
2log base 3 of y +1/3 log base 3 of x - (log base 3 of 5 + 2 log base 3 of 3)... (answered by jsmallt9)
problem: log (base 2) 35
This is what I have done:
log (base 2) (5 x 7)
log (base 2) 5 (answered by stanbon)