Question

assume that postage for sending a the first ounce (up to and including 1 and including each additional ounce) a. graph the function p = f(w) that gives w ounces, for 0 < w ≤ 5. choose the corr a. b. b. evaluate lim f(w) w→3.3 lim f(w)=□ w→3.3

Explanation:

Step1: Analyze the graph for limit

The limit of a function as $w$ approaches a value is the value the function approaches as $w$ gets closer and closer to that value. Looking at the graph of $y = f(w)$, as $w$ approaches $3.3$, we observe the $y -$ value.

Step2: Determine the limit value

Since the function has a jump - like behavior at $w = 3$, but as $w$ approaches $3.3$ from both the left and the right (in the domain relevant to the limit), the function value $p=f(w)$ approaches the value of the function at $w = 3$ (because for $w$ values close to $3.3$ in the domain $0\lt w\leq5$, the function is constant in the neighborhood of $w = 3.3$). From the graph, when $w$ is in the interval where the function is constant around $w = 3.3$, the $p$ - value is $1$.

Answer:

$1$