Solve for \( c \) \( 12 c-4=14 c-10 \) \( c=\square \) Related content

To solve for \( c \), start by rearranging the equation: \( 12c - 4 = 14c - 10 \). Subtract \( 12c \) from both sides to get: \(-4 = 2c - 10\). Next, add \( 10 \) to both sides: \( 6 = 2c \). Finally, divide both sides by \( 2 \): \( c = 3 \). So, \( c = 3 \). In the journey of algebra, many students often forget to consistently perform the same operation on both sides of the equation. This is crucial to avoid mistakes. When rearranging equations, always double-check your steps to ensure everything balances perfectly! To get a deeper understanding of algebra, consider exploring classic math resources or online platforms where you can tackle real-life problems using algebra. Engaging with interactive tools can really enhance your skills and make learning fun!