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WGU Applied Algebra (C957) Exam - Topic 3 Question 7 Discussion

Posted by Wynell on Jun 18, 2026 at 08:41 PM

The populations, in thousands, of two towns are shown in the graph, where the horizontal axis measures the time in years.

Which town's population is growing at a faster rate?

Suggested Answer: D

This question asks which town's population is growing at a faster rate.

Since both population graphs are straight lines, we compare their slopes.

The slope of a line represents the rate of change:

From the graph:

Town A starts at about thousand people and increases at a rate of about thousand people per year.

Town B starts at about thousand people and increases at a rate of about thousand people per year.

Even though Town A starts with a larger population, the question asks about the growth rate, not the starting population.

Compare the rates:

So Town B is growing faster than Town A.


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12 comments · newest first
JA
Jamal 2 months ago
I agree with Alex, Town A shows a sharper rise in population.
LE
Lemuel 2 months ago
I feel Town B is growing faster, because it has a consistent increase.
HE
Hector 2 months ago
I think it's Town A, because the slope looks steeper.
ER
Erick 2 months ago
Not convinced, looks pretty close to me.
NI
Nilsa 2 months ago
Totally agree, Town A is on the rise!
KR
Krystina 2 months ago
Wait, are we sure about those numbers?
HU
Hubert 3 months ago
I think Town B has a steeper growth curve.
AN
Angella 3 months ago
Town A's population is definitely increasing faster!
VA
Valentine 3 months ago
I remember something about how to calculate the rate of change, but I can't recall if it was about the y-values or the x-values.
SE
Selene 3 months ago
I might be confused, but I think Town B had a steeper line in the graph we reviewed last week.
MA
Malcolm 3 months ago
I'm not entirely sure, but I feel like we practiced a similar question where we had to compare the steepness of the lines.
OR
Orville 4 months ago
I think I remember that we need to look at the slopes of the lines to determine the growth rates.
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