Mark M. answered • 04/14/16
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Mathematics Teacher - NCLB Highly Qualified
(2/3)ln n0.5 + (4/3)ln m0.5 - (1/2)ln n2/3 - (1/3)ln m + 2ln m1/6 + (1/3)ln 8 = 1
(4/3)ln m0.5 - (1/3)ln m + 2ln m1/6 + (2/3)ln n0.5 - (1/2)ln n2/3 + (1/3)ln 8 = 1
ln m4/6 - ln m1/3 + ln m1/3 + ln n1/3 - ln n1/3 - ln 81/3 = 1
ln m4/6 + 1 - ln 2 = 1
ln m2/3 - ln 2 = 0
ln m2/3 - 0.693 ≈ 0
ln m2/3 ≈ 0.6931
(2/3) ln m ≈ 0.6931
ln m ≈ 1. 0397
m ≈ 2.82836838
Mark M.
You are welcome.
Noticing the two errors you should be able to amend the entire solution.
With your ability in proof reading my solution, why did you not post yours and request comment?
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04/14/16
Tomato P.
I prefer to have all resources at once and pool them together :) Thank you kindly for your help.
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04/14/16
Mark M.
You are kindly welcome.
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04/15/16
Tomato P.
- in the last part of your refined equation you have
- - ln 2 when I believe it should be + ln 2 as it is in the original ( + ln 8(1/3))
- Secondly, where does the +1 come from? Is it from the canceled terms of m(1/3) and n(1/3)? And if that is the case, should it be +2 due to the fact of there being two instances of canceling?
Thank you again for answering and I look forward to your reply!04/14/16