Question

Consider the graph of $f(x) = frac{n(x)}{d(x)}$ that is shown below. a. When $x = 4$, $n(x)$ is about how many times as large as $d(x)$? b. Suppose $n(a)$ is 5.55 times as large as $d(a)$, where $a$ is some fixed number. What is the value of $f(a)$? c. Suppose $d(b)$ is 2 times as large as $n(b)$, where $b$ is some fixed number. What is the value of $f(b)$?

          Consider the graph of $f(x) = frac{n(x)}{d(x)}$ that is shown below.

a. When $x = 4$, $n(x)$ is about how many times as large as $d(x)$?
b. Suppose $n(a)$ is 5.55 times as large as $d(a)$, where $a$ is some fixed number. What is the value of $f(a)$?
c. Suppose $d(b)$ is 2 times as large as $n(b)$, where $b$ is some fixed number. What is the value of $f(b)$?

$Consider the graph of f(x) = fracn(x)d(x) that is shown below. a. When x = 4, n(x) is about how many times as large as d(x)? b. Suppose n(a) is 5.55 times as large as d(a), where a is some fixed number. What is the value of f(a)? c. Suppose d(b) is 2 times as large as n(b), where b is some fixed number. What is the value of f(b)?$

Added by Anthony A.

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