Graphing Exponential Functions Answers
How does the graph of y = 3x compare to the graph of y = 3–x?
Which graph represents the function ?
Which function is graphed on the right?
How can you use transformations to graph this function? Explain your steps.
To graph the function y = 3 * 7^(-x) + 2, start with the parent exponential function y = 7^x. First, reflect the graph across the y-axis to account for the negative exponent (-x), which changes the function to y = 7^(-x). Next, apply a vertical stretch by a factor of 3, resulting in y = 3 * 7^(-x). Finally, shift the entire graph up 2 units to account for the +2. This transformation changes the horizontal asymptote from y = 0 to y = 2.
How does the graph of y = 3–x compare to the graph of
Which of the following did you include in your response?
Which statements are true about the graph?
negative infinityzeropositive infinity
a = [___] b = [___] c = [___]
1/16
0 to infinity3 to infinitynegative infinity to infinity
negative infinityzero✔ positive infinity
Question text not available
1/16
y = 0y = –3y = –5
✔ 0 to infinity3 to infinitynegative infinity to infinity
Which statements are true about the graph?
How does the graph of y = 3–x compare to the graph of
Which of the following did you include in your response?
negative infinity to zero0 to infinitynegative infinity to infinity
2 3
a = [___] b = [___] c = [___]
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