log(y) / log(x) + log(z) / log(y) + log(t)/ log(z) =8.x2.t
Ican't find x Can you help me , please ? Thanks
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log(y) / log(x) + log(z) / log(y) + log(t)/ log(z) =8.x2.t
Ican't find x Can you help me , please ? Thanks
What do YOU think ?
While we're happy to HELP we wont do all the work for you.
Show us what you have done and where you are having problems..
Please confirm that what you meant is this:
Is this exactly how the problem was presented to you? Because this is an unusual problem, and in fact I don't believe it has a unique solution, so before going too far down the wrong path I just want to make sure we are on the same page.
Just as a guess - I wonder if the original problem was actually this:
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Is my guess correct?
[QUOTE=ebaines;3761600]Please confirm that what you meant is this:
Is this exactly how the problem was presented to you? Because this is an unusual problem, and in fact I don't believe it has a unique solution, so before going too far down the wrong path I just want to make sure we are on the same page.
Just as a guess - I wonder if the original problem was actually this:
![]()
Hi Ebaines,
Unfortunately my question is correct . The result should be 1, 2, 3, 4 or 5
Thanks.
Hi Ebaines,
Unfortunately my question is correct . The result should be 1, 2, 3, 4 or 5
Thanks
Unfortunately the correct answer is "none of the above." Of course x cannot = 1, because then the log(x) = 0 and the first term would have a zero in the denominator. Other than that - it can be shown that the value for 'x' is not defined unless the values for y, z, and t are set. So there is not a unique answer to the problem as written.
Thanks for your help...
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