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

16 pounds
16 pounds

0 pounds
0 pounds

17 pounds
17 pounds

20 pounds
20 pounds

1 answer

To determine the approximate weight of the child when they are 6 months old from the graph of an exponential function, you would need to look at the y-value (weight) corresponding to the x-value (time) of 6 months.

Since I can't see the graph directly, I can't provide an exact answer. However, if you have the graph in front of you, please locate the point on the curve that corresponds to 6 months on the x-axis, and then read the corresponding weight on the y-axis.

From the given options, if you find that the y-value at 6 months is closest to:

  • 16 pounds
  • 0 pounds
  • 17 pounds
  • 20 pounds

You should choose the option that best matches this value. If, for example, the point at 6 months is visually closest to 17 pounds, then the answer would be 17 pounds. If not, select the appropriate weight based on what the graph indicates at that point.