How to I simplify these two equations for E
1) 8.6 = 2/3log(E/10^4.4)
2) 5.6 = 2/3log(E/10^4.4)
Your constants are not well written so, I've solved it in terms of constants
$$a=b\log \left(\frac{x}{d}\right)$$
$$a\log e=\log \left(\frac{x}{d}\right)^{b}$$ ($e$ is not any arbitrary constant here) $$e^a=\left(\frac{x}{d}\right)^{b}$$
$$d^be^a=x^b$$
$$d^be^a=x^b$$ $$x=de^{a/b}$$ Now just plug in constants
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Your constants are not well written so, I've solved it in terms of constants
$$a=b\log \left(\frac{x}{d}\right)$$
$$a\log e=\log \left(\frac{x}{d}\right)^{b}$$ ($e$ is not any arbitrary constant here) $$e^a=\left(\frac{x}{d}\right)^{b}$$
$$d^be^a=x^b$$
$$d^be^a=x^b$$ $$x=de^{a/b}$$ Now just plug in constants