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To solve the equation \( 0=4+\frac{n}{5} \), you can start by isolating \( n \). Subtract 4 from both sides to get \( -4 = \frac{n}{5} \). Next, multiply both sides by 5 to eliminate the fraction, resulting in \( n = -20 \). Voilà! You've found that \( n \) equals -20. Keep in mind that the way you manipulate the equation mirrors a vital skill in mathematics: moving terms around while maintaining balance. It's like a seesaw—you can shift things as long as you do it evenly on both sides! Just be careful with signs—these little details can turn '-20' into '20' if overlooked!
