log(w+3)-log(w-9)=1solvew

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Solution for log(w+3)-log(w-9)=1solvew equation:


Simplifying
log(w + 3) + -1log(w + -9) = 1solvew

Reorder the terms:
glo(3 + w) + -1log(w + -9) = 1solvew
(3 * glo + w * glo) + -1log(w + -9) = 1solvew
(3glo + glow) + -1log(w + -9) = 1solvew

Reorder the terms:
3glo + glow + -1glo(-9 + w) = 1solvew
3glo + glow + (-9 * -1glo + w * -1glo) = 1solvew
3glo + glow + (9glo + -1glow) = 1solvew

Reorder the terms:
3glo + 9glo + glow + -1glow = 1solvew

Combine like terms: 3glo + 9glo = 12glo
12glo + glow + -1glow = 1solvew

Combine like terms: glow + -1glow = 0
12glo + 0 = 1solvew
12glo = 1solvew

Solving
12glo = 1elosvw

Solving for variable 'g'.

Move all terms containing g to the left, all other terms to the right.

Divide each side by '12lo'.
g = 0.08333333333esvw

Simplifying
g = 0.08333333333esvw

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