No, any one of the 10 mayflies in the group live for 1 full day.
The mean absolute deviation (MAD) is a measure of variability that indicates the average distance between observations and their mean.
The life spans of 10 adult mayflies have a mean of 4 hours and a MAD of 2 hours.
Fill in the table below with possible values for the life spans. You can use the same values more than once.
Mean = 4 hours.
Mean absolute deviation = 2 hours.
Assume that the life spans of each fish is 4 hours;
Then mean = 4 + 4 + 4 + 4 + 4 + 4 + 4 + 4 + 4 + 4/10
= 40/10
= 4 hours.
No fish can live for a full day.
Hence, No, any one of the 10 mayflies in the group live for 1 full day.
Learn more about mean deviation here;
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Step-by-step answer:
Assuming MAD stands for mean absolute deviation (2 hours), then the total absolute deviation from the mean (4 hours) is 10*2=20 hours.
If one of the flies live for 1 full day, the absolute deviation is 24-4=20 hours. This automatically requires the other flies live exactly 4 hours to have the MAD equal to 20 hours.
However, the above arrangement does not give a mean of 4 hours, but a mean of (24+9*4)/10=6 hours. This means that it is not possible to have a fly living for a full day.
first turn 25% into a decimal so it's easier to work with, the decimal for 25% is 0.25
then multiply the number by the decimal
12x0.25=3
then subtract your answer (3) from your starting number
12-3=9
12 dogs decreased by 25% leaves you with 9 dogs left.
if you are increasing, divide instead of multiply
Wendy paints 96.6 square ft area of the wall.
Given,
The length of the rectangular wall is 10.5 ft.
The width of the rectangular wall is 9.2 ft.
We know that, the Area of rectangle is,
So the Area of the wall painted by Wendy will be,
Hence the area painted by Wendy will be 96.6 square feet.
For more details on Area of rectangle follow the link:
Answer:
Shift +2 units to the right and +2 units up
Step-by-step explanation:
y = (x+3)² + 4 has a horizontal shift of -3 and a vertical shift of +4.
y = (x+1)² + 6 has a horizontal shift of -1 and a vertical shift of +6.
So do translate the first equation to the second, shift +2 units to the right and +2 units up.