n(.74)+135(.47)=(135+n)(.59)

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Solution for n(.74)+135(.47)=(135+n)(.59) equation:


Simplifying
n(0.74) + 135(0.47) = (135 + n)(0.59)

Reorder the terms for easier multiplication:
0.74n + 135(0.47) = (135 + n)(0.59)

Multiply 135 * 0.47
0.74n + 63.45 = (135 + n)(0.59)

Reorder the terms:
63.45 + 0.74n = (135 + n)(0.59)

Reorder the terms for easier multiplication:
63.45 + 0.74n = 0.59(135 + n)
63.45 + 0.74n = (135 * 0.59 + n * 0.59)
63.45 + 0.74n = (79.65 + 0.59n)

Solving
63.45 + 0.74n = 79.65 + 0.59n

Solving for variable 'n'.

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

Add '-0.59n' to each side of the equation.
63.45 + 0.74n + -0.59n = 79.65 + 0.59n + -0.59n

Combine like terms: 0.74n + -0.59n = 0.15n
63.45 + 0.15n = 79.65 + 0.59n + -0.59n

Combine like terms: 0.59n + -0.59n = 0.00
63.45 + 0.15n = 79.65 + 0.00
63.45 + 0.15n = 79.65

Add '-63.45' to each side of the equation.
63.45 + -63.45 + 0.15n = 79.65 + -63.45

Combine like terms: 63.45 + -63.45 = 0.00
0.00 + 0.15n = 79.65 + -63.45
0.15n = 79.65 + -63.45

Combine like terms: 79.65 + -63.45 = 16.2
0.15n = 16.2

Divide each side by '0.15'.
n = 108

Simplifying
n = 108

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