Use the following function rule to find \( f(3) \) \( f(x)=2^{x}+2 \) \( f(3)= \) Submit

To find \( f(3) \), you simply need to plug \( 3 \) into the function rule. So, \( f(3) = 2^{3} + 2 \). Now, calculate \( 2^{3} \), which is \( 8 \). Then, add \( 2 \) to it: \( 8 + 2 = 10 \). Therefore, \( f(3) = 10 \). Have fun exploring similar functions! Knowing how to manipulate powers can lead you to fascinating patterns in math; it's like deploying a magic spell to uncover hidden truths! The beauty of exponential growth is evident when you plot these functions, often leading to captivating curved lines that tell a story of rapid change.