Math, asked by ervienisrael, 6 months ago

What's More
ctivity 1.1
nswer the guide questions to complete the table of domain and range of the
following exponential functions.
f(x) = 5*
Is f(x) = 5* defined at any values of x?
What is the minimum value of f(x)?
Can you determine the the maximum value of f(x)?
a.
Domain
Range
Set Notation
Interval Notation​

Answers

Answered by charan2149
19

Answer:

ctivity 1.1

nswer the guide questions to complete the table of domain and range of the

following exponential functions.

f(x) = 5*

Is f(x) = 5* defined at any values of x?

What is the minimum value of f(x)?

Can you determine the the maximum value of f(x)?

a.

Domain

Range

Set Notation

Interval Notation

Answered by steffiaspinno
3

Explanation:

  • Given f(x) = 5^x  

  • The function is defined because every input gives a distinct meaningful output

  • The minimum value of f(x) will be reached when x \to -\infty, and since infinity is not defined, this value cannot be defined

  • The maximum value of f(x) will be reached when x \to +\infty, and since infinity is not defined, this value cannot be defined

  • For DOMAIN and RANGE in Set and Interval notations

                 \begin{center}\begin{tabular}{ c c c } \times & Domain & Range \\  Set Notation & \mathbb{R} & y \in \mathbb{R}, y > 0  \\   Interval Noation & (-\infty,+\infty) & (0,+\infty)   \end{tabular}\end{center}

Similar questions