I wish a happy new year to everyone!
Wishing Everyone a Happy New Year!
- Thread starter QuantumQuest
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Σε ευχαριστώ πολύ
And the same wishes go to Greece!
And the same wishes go to Greece!
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$$w-\ln\left|a\left(pH\right)^2+He^{ra}\right| = ln\left|y\right| - ln\left|HN\right|$$
$$w-\ln\left|a\left(pH\right)^2+He^{ra}\right| = ln\left|\frac{y}{HN}\right|$$
$$w = \ln\left|\left(a\left(pH\right)^2+He^{ra}\right)\frac{y}{HN}\right|$$
$$e^w = \left(a\left(pH\right)^2+He^{ra}\right)\frac{y}{HN}$$
$$e^wN = \left(a\left(pH\right)^2+He^{ra}\right)\frac{y}{H}$$
$$e^wN = \left(ap^2H+e^{ra}\right)y$$
$$e^wN = ap^2Hy+e^{ra}y$$
$$ap^2Hy = e^wN-e^{ra}y$$
$$Happy = Ne^w-ye^{ar}$$
$$w = \ln\left|\left(a\left(pH\right)^2+He^{ra}\right)\frac{y}{HN}\right|$$
$$e^w = \left(a\left(pH\right)^2+He^{ra}\right)\frac{y}{HN}$$
$$e^wN = \left(a\left(pH\right)^2+He^{ra}\right)\frac{y}{H}$$
$$e^wN = \left(ap^2H+e^{ra}\right)y$$
$$e^wN = ap^2Hy+e^{ra}y$$
$$ap^2Hy = e^wN-e^{ra}y$$
$$Happy = Ne^w-ye^{ar}$$
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That is sure a good looking "Happy New Year". Now if I could only hear it said.Borek said:Szczęśliwego Nowego Roku!
A happy new year to you and yours.
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Srečno novo leto
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Ein frohes neues Jahr!
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সকলকে শুভ নববর্ষের আন্তরিক প্রীতি ও শুভেচ্ছা!
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Head uut aastat!
с новым годом!
с новым годом!
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