Respuesta :
1. Answer: To create graphs from verbal expressions, first you have to write the verbal expression as a function. Then, you can create a table of values to look for a pattern and graph the function. The key features of any function can be compared in tables and graphs by creating the matching graph for the function.
2. It is because there is no value of x that will cause the value of f(x) in the formula to equal 0. Notice that the graph crosses the y-axis at 1. ... The inverse of an exponential function is a logarithmic function and the inverse of a logarithmic function is an exponential function
3. y = e^x is an exponential function that increases gradually from (-∞, 0) until it reaches the point (0,1). Thereafter, it very sharply increases on (0,∞).
Hey Can you help me with my questions? I need help for English... and Math!?
The reason for the given questions regarding graph of a function are explained.
What is graph of a function?
A graph can be defined as a pictorial representation or a diagram that represents data or values in an organized manner. The graph of a function f is the set of all points in the plane of the form (x, f(x)).
For the given situation,
a) To create graphs from verbal expressions, first you have to write the verbal expression as a function. Then you can create a table of values to look for a pattern and graph the function on the respective coordinates.
b) The key features of any function can be compared in tables and graphs by creating the matching graph for the function. Then you can compare the different aspects of the graph.
c) The exponential function is given as e^(x) or e^(-x). The exponential function may either increasing or decreasing function. If we add a constant to an exponential graph, it will be translated up or down. It will shift up with a positive number and shift down with a negative number.
Hence we can conclude that the reason for the given questions are explained.
Learn more about graph of a function here
https://brainly.com/question/2275360
#SPJ2
