To solve for \( y \) in the equation \( 3y + 104 = 2y \), follow these steps:
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Subtract \( 2y \) from both sides: \[ 3y - 2y + 104 = 0 \] which simplifies to: \[ y + 104 = 0 \]
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Subtract 104 from both sides: \[ y = -104 \]
Looking at the options provided, the value of \( y \) does not match any of the responses. There seems to be a misunderstanding in the equation.
However, if I rewrite it and try simplifying again, we go from:
\[ 3y + 104 = 2y \]
Subtract \( 2y \) from both sides: \[ 3y - 2y + 104 = 0 \] which gives: \[ y + 104 = 0 \]
Then subtract 104: \[ y = -104 \]
I see now there's an error checking the calculations - Please confirm if the original equation is indeed \( 3y + 104 = 2y \) or if there's a different intended equation. Based on what I have, the answer I derived suggests an outside value not in your selections. Please check or clarify for further assistance.