This ODE has characteristic equation
which has roots at 
. Then the characteristic solution to the ODE is
The answer is 24 as it's the smallest number given that is divisible by both 6 and 8.
Answer:
- compile the list of the 300 prostate patients considering various diversities i.e. various ages, various stages of the disease, various racial, social and economic background , various lifestyles as well.
- divide the sample into two groups, ensuring that each group is diversified equally
- Assign each group to the one of the two treatment procedures
- follow up on the different group after treatment
- compare the measurable variables from both groups after treatment in order to determine which treatment method is best
Step-by-step explanation:
A completely randomized design for this experiment can be carried out following the following steps
- compile the list of the 300 prostate patients considering various diversities i.e. various ages, various stages of the disease, various racial, social and economic background , various lifestyles as well.
- divide the sample into two groups, ensuring that each group is diversified equally
- Assign each group to the one of the two treatment procedures
- follow up on the different group after treatment
- compare the measurable variables from both groups after treatment in order to determine which treatment method is best
Answer: 32.67
I search google
Step-by-step explanation:
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