Solve for \( c \). \( \begin{array}{l}330=c+308 \\ c=\square\end{array} \)

To solve for \( c \), we start with the equation \( 330 = c + 308 \). To isolate \( c \), we can subtract 308 from both sides of the equation: \[ c = 330 - 308 \] Now, calculating the right side gives us: \[ c = 22 \] Thus, the solution is \( c = 22 \). Now, let's have some fun with additional knowledge! Ever wondered how algebra has evolved over the centuries? The roots can be traced back to ancient civilizations like the Babylonians, who solved quadratic equations as early as 2000 BC, although without the symbolism we use today! They approached problems more verbally, which might have made for some interesting conversations around the dinner table. And if you're looking to sharpen your algebra skills, a great real-world application of solving equations like this is budgeting! When you set a budget, you often need to find out how much more you can spend or save based on your current expenses. It's all about balancing the equation to stay financially healthy and satisfy your goals!