242=5(7v-2)+6v

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Solution for 242=5(7v-2)+6v equation:


Simplifying
242 = 5(7v + -2) + 6v

Reorder the terms:
242 = 5(-2 + 7v) + 6v
242 = (-2 * 5 + 7v * 5) + 6v
242 = (-10 + 35v) + 6v

Combine like terms: 35v + 6v = 41v
242 = -10 + 41v

Solving
242 = -10 + 41v

Solving for variable 'v'.

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

Add '-41v' to each side of the equation.
242 + -41v = -10 + 41v + -41v

Combine like terms: 41v + -41v = 0
242 + -41v = -10 + 0
242 + -41v = -10

Add '-242' to each side of the equation.
242 + -242 + -41v = -10 + -242

Combine like terms: 242 + -242 = 0
0 + -41v = -10 + -242
-41v = -10 + -242

Combine like terms: -10 + -242 = -252
-41v = -252

Divide each side by '-41'.
v = 6.146341463

Simplifying
v = 6.146341463

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