Write down the names and ages of 10 people. Using coin flips, divide them into two groups, as if for a randomized experiment. Did one group tend to get many of the older subjects? Was there any way to predict which group would have a higher average age in advance of the coin flips? USE R TO SOLVE THIS PROBLEM.
ANS:
The names and ages of 10 people is given below
| Names | Age | ||||||
| rafi |
25 |
||||||
| nandan | 22 | ||||||
| nagendra | 23 | ||||||
| naveen | 30 | ||||||
| chinna | 32 | ||||||
| rahul | 28 | ||||||
|
| corry | 32 |
Using coin flips ,divide the names in to two groups.if acoin flips get H(Head) the name can be placed in a group A and get T(Tails)throgh coin flips the name can be placed in group B.
the outcome in basis on names and random which might be H,T,T,H,H,T,H,T,H AND H

The group A and group B is shown below
Write down the names and ages of 10 people. Using coin flips, divide them into two...
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