# Complicating Log Functions *

This question has me very confused: f(x)= logax for x>0, find the value of such that f(1/27) = 1/3 Step by step would be wonderful so that I could learn how to do...

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This question has me very confused: f(x)= logax for x>0, find the value of such that f(1/27) = 1/3 Step by step would be wonderful so that I could learn how to do...

This question is really confusing me: If f(x) = 3x-2, Find f(log3a) for a>0 Step-By-Step would be greatly appreciated!

2(10)^(6x+8)=18

Hope you can help to solve this problem. logbase3 P = Q. Express Q power Q+2 in terms of P. The question is from the activity book and the answer is 81P square

graph y=logx, y=log(10x), and y=log(100x). how do the graphs compare? use a property of logs to show that the graphs are vertical shifts of one another.

I don't understand the question at all...

Given that log2x=p and log4y=q, express x2y in terms of p and of q. Ans: 22p+2q Thank You :)

3(4logt2)

I'm stuck on a problem: log2(2x+6)-log2(x-1)=log23 I haven't learned how to do it, and I can't seem to find an example or a step-by-step. Please help!

I'm learning about this in class. The teacher switches ln for e^x and the numbers all switch. I'm just confused as to why this works.

Write the expression as a logarithm of a single expression. Log √¯x + Log x11 - Log x = ? (type positive exponents only. Use integers or fractions...

Write the following expression as a logarithm of a single expression. Log 22 + Log 1 ...

Write the expression as a logarithm of a single expression. Log 5 + Log 8 - Log 4 = Log ?

Write the expression as a logarithm of a single expression. Log 89 + Log 82k2 = Log8 ?

log860

Hi, Not really sure how to solve this logarithm. Log2x+log4x=2 Many thanks

6^x=0.25^2x-1 x/2x-1=log(0.25)/log(6) I've got so far.

If 2 logax= 1+loga(7x-10a), find x in terms of a. Ans: 2a, 5a

If un= (1-1/n)2 , where n is an integer greater than 1, find the value of lgu2 + lg u3+ lg u4 +...+lg u(10k), where k is a positive integer and lg=log10 .

Solve for x and y, the simultaneous equations 4x+3 =32(2x+y ) and 9x + 3y =1o Ans: x=0.631 and y=1.631 Thank you :)

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