(0.724*(8779-b))=(1.31*b)

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Solution for (0.724*(8779-b))=(1.31*b) equation:


Simplifying
(0.724(8779 + -1b)) = (1.31b)
((8779 * 0.724 + -1b * 0.724)) = (1.31b)
((6355.996 + -0.724b)) = (1.31b)
(6355.996 + -0.724b) = (1.31b)

Remove parenthesis around (6355.996 + -0.724b)
6355.996 + -0.724b = (1.31b)

Solving
6355.996 + -0.724b = (1.31b)

Solving for variable 'b'.

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

Add '(-1.31b)' to each side of the equation.
6355.996 + -0.724b + (-1.31b) = (1.31b) + (-1.31b)

Combine like terms: -0.724b + (-1.31b) = -2.034b
6355.996 + -2.034b = (1.31b) + (-1.31b)

Combine like terms: (1.31b) + (-1.31b) = 0.00
6355.996 + -2.034b = 0.00

Add '-6355.996' to each side of the equation.
6355.996 + -6355.996 + -2.034b = 0.00 + -6355.996

Combine like terms: 6355.996 + -6355.996 = 0.000
0.000 + -2.034b = 0.00 + -6355.996
-2.034b = 0.00 + -6355.996

Combine like terms: 0.00 + -6355.996 = -6355.996
-2.034b = -6355.996

Divide each side by '-2.034'.
b = 3124.875123

Simplifying
b = 3124.875123

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