ln(400)+10xb=ln(680)-40xb

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Solution for ln(400)+10xb=ln(680)-40xb equation:


Simplifying
ln(400) + 10xb = ln(680) + -40xb

Reorder the terms for easier multiplication:
400ln + 10xb = ln(680) + -40xb

Reorder the terms:
10bx + 400ln = ln(680) + -40xb

Reorder the terms for easier multiplication:
10bx + 400ln = 680ln + -40xb

Reorder the terms:
10bx + 400ln = -40bx + 680ln

Solving
10bx + 400ln = -40bx + 680ln

Solving for variable 'b'.

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

Add '40bx' to each side of the equation.
10bx + 40bx + 400ln = -40bx + 40bx + 680ln

Combine like terms: 10bx + 40bx = 50bx
50bx + 400ln = -40bx + 40bx + 680ln

Combine like terms: -40bx + 40bx = 0
50bx + 400ln = 0 + 680ln
50bx + 400ln = 680ln

Add '-400ln' to each side of the equation.
50bx + 400ln + -400ln = 680ln + -400ln

Combine like terms: 400ln + -400ln = 0
50bx + 0 = 680ln + -400ln
50bx = 680ln + -400ln

Combine like terms: 680ln + -400ln = 280ln
50bx = 280ln

Divide each side by '50x'.
b = 5.6lnx-1

Simplifying
b = 5.6lnx-1

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