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Answer :
Final answer:
To solve for x in the equation x + (7/3)x + 16 = (4/7), combine like terms, isolate x, and solve for x.
Explanation:
To solve the equation x + (7/3)x + 16 = (4/7), we need to combine like terms.
First, let's simplify the equation by multiplying the fractions: x + (7/3)x + 16 = (4/7)
Next, combine the x terms by adding the coefficients: (10/3)x + 16 = (4/7)
To isolate x, subtract 16 from both sides: (10/3)x = (4/7) - 16
Simplify the right side: (10/3)x = (4/7) - (112/7)
Combine the fractions on the right side: (10/3)x = -108/7
Finally, divide both sides by (10/3) to solve for x: x = (-108/7) / (10/3)
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