The average rate of change in the median household income over this time period is $745.5
<h3>What is the average rate of change in the median household income over this time period?</h3>
The given parameters are:
2000, the median household income was $41,990.
2010, it was $49,445.
The average rate of change in the median household income over this time period is calculated as:
Average rate of change = (Difference in Income)/(Difference in years)
So, we have:
Average rate of change = (41990 - 49445)/(2000-2010)
Evaluate
Average rate of change = 745.5
Hence, the average rate of change in the median household income over this time period is $745.5
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9=5 3/4 cups of flour, 10 T butter, 3 eggs, and 3 cups of cocoa
3=1 3/4 cups of flour, 3 1/3 T butter, and 2/3 cups of cocoa
I am sorry if I did anything wrong. I tried.
Answer:
A
Step-by-step explanation:
If the image reflects across the x axis, the x stays the same but y flips:
(-7, 6) across x axis is (-7, -6) so it is A
Answer:
10/11 answer for the simplest format of 100:110
Answer: There would be 2240 Foxes after 39 years
Step-by-step explanation:
The population of 35 foxes in a wildlife preserve quadruples in size every 13 years. The population growth is modelled by the function,
y = 35 * 4^x
Where
x represents the number of 13-year periods.
In a period of 39 years, the number of of 13-year periods is
39/13 = 3
Since the are three 13-year periods, substituting x = 3 into the function, it becomes
y = 35 * 4^3
y = 35 × 64
y = 2240
