3b(2b-5)=6(b^2-5b+6)+139

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Solution for 3b(2b-5)=6(b^2-5b+6)+139 equation:


Simplifying
3b(2b + -5) = 6(b2 + -5b + 6) + 139

Reorder the terms:
3b(-5 + 2b) = 6(b2 + -5b + 6) + 139
(-5 * 3b + 2b * 3b) = 6(b2 + -5b + 6) + 139
(-15b + 6b2) = 6(b2 + -5b + 6) + 139

Reorder the terms:
-15b + 6b2 = 6(6 + -5b + b2) + 139
-15b + 6b2 = (6 * 6 + -5b * 6 + b2 * 6) + 139
-15b + 6b2 = (36 + -30b + 6b2) + 139

Reorder the terms:
-15b + 6b2 = 36 + 139 + -30b + 6b2

Combine like terms: 36 + 139 = 175
-15b + 6b2 = 175 + -30b + 6b2

Add '-6b2' to each side of the equation.
-15b + 6b2 + -6b2 = 175 + -30b + 6b2 + -6b2

Combine like terms: 6b2 + -6b2 = 0
-15b + 0 = 175 + -30b + 6b2 + -6b2
-15b = 175 + -30b + 6b2 + -6b2

Combine like terms: 6b2 + -6b2 = 0
-15b = 175 + -30b + 0
-15b = 175 + -30b

Solving
-15b = 175 + -30b

Solving for variable 'b'.

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

Add '30b' to each side of the equation.
-15b + 30b = 175 + -30b + 30b

Combine like terms: -15b + 30b = 15b
15b = 175 + -30b + 30b

Combine like terms: -30b + 30b = 0
15b = 175 + 0
15b = 175

Divide each side by '15'.
b = 11.66666667

Simplifying
b = 11.66666667

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