According to the graph of HW below What happens when w gets

According to the graph of H(W) below. What happens when w gets very large? H(W) equals zero. H(W) gets very small. H(W) approaches a vertical asymptote. H(W) gets very large.

Solution

w getting very large is indicative of the EXTREME RIGHT side of the graph....

This is so because that is where w goes on increasing....

Notice that as w increases, H(w) keeps on decreasing as the graph is going more and more downward....

It is clear that options D and C are eliminated

Now, it is true that H(w) is getting very small but that mean H(w) is approaching negative infinity, but it is still aove the x-axis

So, the most logical answer :

Option A

 According to the graph of H(W) below. What happens when w gets very large? H(W) equals zero. H(W) gets very small. H(W) approaches a vertical asymptote. H(W) g

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