This page presents practice questions, with answers, on the graphs of logarithmic functions and exponential functions. These questions are designed for self-assessment and exam preparation.
To answer each question correctly, analyze the function carefully by considering:
Always sketch the graph of the given function before selecting your answer. Each question provides four possible graphs — choose the best one.
Graphs of logarithmic and exponential functions – View Answers
Identify the graph of the logarithmic function \( f \).
\[ f(x) = \ln(-x) \]Identify the graph of the exponential function \( f \).
\[ f(x) = e^{x + 2} \]Identify the graph of the logarithmic function \( f \).
\[ f(x) = \ln x - 1 \]Identify the graph of the exponential function \( f \).
\[ f(x) = e^{-x} + 1 \]Identify the graph of the logarithmic function \( f \).
\[ f(x) = -\ln x - 1 \]Identify the graph of the logarithmic function \( f \).
\[ f(x) = \ln(x - 1) + 1 \]Identify the graph of the exponential function \( f \).
\[ f(x) = -e^{-x} \]Identify the graph of the logarithmic function \( f \).
\[ f(x) = -\ln(-x) - 1 \]Identify the graph of the exponential function \( f \).
\[ f(x) = -e^{-x - 1} + 1 \]Identify the graph of the logarithmic function \( f \).
\[ f(x) = -\ln(-x + 1) \]Explore additional math problems, questions, and online self-tests covering logarithmic and exponential functions.