The Solution:
Given:
Required:
Find the standard deviation of the probability distribution.
Step 1:
Find the expected value of the probability distribution.


Step 2:
Find the standard deviation.




Thus, the standard deviation is 1.60
Answer:
1.60
The mode is the number that shows up the most.
In the dataset, note that the stem should be in the tens place, and the different number of leaves are in the ones place.
62 shows up one more time than all the other numbers, and so 62 is your answer.
Hope this helps
Answer:
18.5
Step-by-step explanation:
The radius of the new sphere is 9
The new SA should be 1017.36 in
New volume should be 3052.08in^3
I believe the equation would be
160+0.2y
Because 160 deer and you round the 20% into a decimal point.