-0.3(6.125+0.861v)=-5.8+7.1(7.2v-0.5)

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Solution for -0.3(6.125+0.861v)=-5.8+7.1(7.2v-0.5) equation:


Simplifying
-0.3(6.125 + 0.861v) = -5.8 + 7.1(7.2v + -0.5)
(6.125 * -0.3 + 0.861v * -0.3) = -5.8 + 7.1(7.2v + -0.5)
(-1.8375 + -0.2583v) = -5.8 + 7.1(7.2v + -0.5)

Reorder the terms:
-1.8375 + -0.2583v = -5.8 + 7.1(-0.5 + 7.2v)
-1.8375 + -0.2583v = -5.8 + (-0.5 * 7.1 + 7.2v * 7.1)
-1.8375 + -0.2583v = -5.8 + (-3.55 + 51.12v)

Combine like terms: -5.8 + -3.55 = -9.35
-1.8375 + -0.2583v = -9.35 + 51.12v

Solving
-1.8375 + -0.2583v = -9.35 + 51.12v

Solving for variable 'v'.

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

Add '-51.12v' to each side of the equation.
-1.8375 + -0.2583v + -51.12v = -9.35 + 51.12v + -51.12v

Combine like terms: -0.2583v + -51.12v = -51.3783v
-1.8375 + -51.3783v = -9.35 + 51.12v + -51.12v

Combine like terms: 51.12v + -51.12v = 0.00
-1.8375 + -51.3783v = -9.35 + 0.00
-1.8375 + -51.3783v = -9.35

Add '1.8375' to each side of the equation.
-1.8375 + 1.8375 + -51.3783v = -9.35 + 1.8375

Combine like terms: -1.8375 + 1.8375 = 0.0000
0.0000 + -51.3783v = -9.35 + 1.8375
-51.3783v = -9.35 + 1.8375

Combine like terms: -9.35 + 1.8375 = -7.5125
-51.3783v = -7.5125

Divide each side by '-51.3783'.
v = 0.1462193183

Simplifying
v = 0.1462193183

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