What is the answer to solvefor g,12g=12(2/(3g-1))+11 ?

The answer to solvefor g,12g=12(2/(3g-1))+11 is g=(15+sqrt(433))/(24),g=(15-sqrt(433))/(24)

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Solve for g 12g=12(2/3g-1)+11

solve for

g, 12 g = 12 (\frac{2}{3 g - 1}) + 11

g = \frac{15 + 433}{24}, g = \frac{15 - 433}{24}

Decimal Notation

g = 1.49202 \dots, g = - 0.24202 \dots

Solution steps

12 g = 12 (\frac{2}{3 g - 1}) + 11

Simplify

12 (\frac{2}{3 g - 1}) : \frac{24}{3 g - 1}

12 g = \frac{24}{3 g - 1} + 11

Multiply both sides by

3 g - 1

12 g (3 g - 1) = 24 + 11 (3 g - 1)

Solve

12 g (3 g - 1) = 24 + 11 (3 g - 1) : g = \frac{15 + 433}{24}, g = \frac{15 - 433}{24}

g = \frac{15 + 433}{24}, g = \frac{15 - 433}{24}

Verify Solutions

Find undefined (singularity) points:

g = \frac{1}{3}

Combine undefined points with solutions:

g = \frac{15 + 433}{24}, g = \frac{15 - 433}{24}

- 361

c, \frac{2}{3} c - 2 = 2 + c

70%

\frac{56}{33}

81/27

What is the answer to solvefor g,12g=12(2/(3g-1))+11 ?
The answer to solvefor g,12g=12(2/(3g-1))+11 is g=(15+sqrt(433))/(24),g=(15-sqrt(433))/(24)