Use the image to answer the question.

A curve showing an increase of weight over time is plotted on a coordinate plane. The y-axis is labeled weight left parenthesis pounds right parenthesis. The x-axis is labeled time left parenthesis months right parenthesis.

Interpret the following exponential function graph to determine the approximate weight of the child when they are 6 months old.

(1 point)
Responses

20 pounds
20 pounds

16 pounds
16 pounds

17 pounds
17 pounds

0 pounds

1 answer

To determine the approximate weight of the child when they are 6 months old from the exponential function graph, refer to the plotted curve at the 6-month point on the x-axis.

Without the actual graph to observe, I can suggest that if the graph shows a steady increase and lands near one of the given response options at the 6-month mark, you would choose that corresponding weight.

If, for instance, the curve reaches around the values indicated (20, 16, 17, or 0 pounds) at 6 months, you would select the closest number.

Since I cannot see the graph, please check the curve at the 6-month mark and choose the weight that aligns best with the point on the graph.