CC. 1 Evaluate a linear function LNV \( b=\square \) ) Use the function \( b=w+8 \) to find the value of \( b \) when \( w=10 \). Submit

To find the value of \( b \) when \( w = 10 \), simply plug in the value of \( w \) into the function \( b = w + 8 \). That would look like this: \( b = 10 + 8 = 18 \). So, when \( w \) is 10, \( b \) equals 18! Now, let's consider a fun fact: linear functions, like the one you're dealing with, create straight-line graphs! They maintain a constant rate of change, so if you plot different values of \( w \), you’ll always end up with a straight line. It's like drawing a line that never ever curves—perfect for consistent trends! Also, linear equations are everywhere in the real world! Whether you're calculating expenses based on a fixed price plus a variable, or determining distances traveled based on speed, these equations provide a simple and effective way to model relationships. They help in budgeting, forecasting, and even in tech for programming algorithms that depend on straightforward calculations!