5 ( g − 2 ) + g = 6 ( g − 4 ) 5 g − 10 + g = 6 g − 24 6 g − 10 = 6 g − 24 6 g − 6 g = − 24 + 10 0 = − 14 0 = − 14
5(g-2)+g = 6(g-4) 5g-10+g = 6g-24 6g-10=6g-24 contradiction
To solve the equation 5 ( g − 2 ) + g = 6 ( g − 4 ) , we distribute and combine like terms, leading to − 10 = − 24 , which is false. Therefore, the equation has no solution. The final conclusion is that there is no value for g that satisfies this equation.
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