Analyze the effect on the graph of \( f(x)=\log x \) when \( f(x) \) is replaced by \( f(x)+3.2 \). For Response 1 , enter 1 for horizontally and 2 for vertically. For Response 3 , enter 1 for up, 2 for down, 3 for to the left, and 4 for to the right. (2 points)

Response 1: 2 Response 3: 1 When you replace \( f(x) \) with \( f(x) + 3.2 \), you're shifting the graph vertically. Specifically, every point on the graph of \( f(x) = \log x \) moves up by 3.2 units. This means the overall shape and position of the logarithmic curve remains the same, but every part of it is elevated, creating a new graph that retains the curve's behavior while simply being positioned higher on the y-axis!