Thanks to an online typing course, Bridgette has become a much faster typist. The function f(x) gives how many words she can type in x seconds. What does f(45) = 68 tell you? Choices: (A)Bridgette can type 45 words in 68 seconds. (B)Bridgette can type 68 words in 45 seconds.

Given function f(x): We are given the function f(x), which represents the number of words Bridgette can type in x seconds. We need to interpret what f(45) = 68 means in the context of Bridgette's typing speed.Evaluate at x = 45: The function f(x) is evaluated at x = 45, which means we are looking at how many words Bridgette can type in 45 seconds. The result of this evaluation is f(45) = 68.Interpretation of f(45) = 68: Since f(45) = 68, this tells us that Bridgette can type 68 words in 45 seconds. This matches one of the given choices.

Resources

Testimonials

Plans

Resources

Testimonials

Plans

AI tutor

Welcome to Bytelearn!

Let’s check out your problem:

Thanks to an online typing course, Bridgette has become a much faster typist. The function $f(x)$ gives how many words she can type in $x$ seconds. $\newline$ What does $f(45) = 68$ tell you? $\newline$ Choices: $\newline$ (A) Bridgette can type $45$ words in $68$ seconds. $\newline$ (B) Bridgette can type $68$ words in $45$ seconds.

View step-by-step help

Home

Math Problems

Algebra 1

Interpret functions using everyday language

Full solution

Q. Thanks to an online typing course, Bridgette has become a much faster typist. The function

f(x)

gives how many words she can type in

x

seconds.

\newline

What does

f(45) = 68

tell you?

\newline

Choices:

\newline

(A) Bridgette can type

45

words in

68

seconds.

\newline

(B) Bridgette can type

68

words in

45

seconds.

Given function $f(x)$ : We are given the function $f(x)$ , which represents the number of words Bridgette can type in $x$ seconds. We need to interpret what $f(45) = 68$ means in the context of Bridgette's typing speed.
Evaluate at $x = 45$ : The function $f(x)$ is evaluated at $x = 45$ , which means we are looking at how many words Bridgette can type in $45$ seconds. The result of this evaluation is $f(45) = 68$ .
Interpretation of $f(45) = 68$ : Since $f(45) = 68$ , this tells us that Bridgette can type $68$ words in $45$ seconds. This matches one of the given choices.