Please Help Me!! Will Medal!! A researcher wishes to find out whether giving a student $1 million in cash will improve or ruin the student's grades in school. A high school class consists of the 8 students numbered in the following list. 0 Juanita 1 Tuan 2 Harry 3 Greta 4 William 5 Hiroshi 6 Betty 7 Jane Help the researcher by using the line from a table of random numbers (shown below) to assign 4 of these students to the treatment group. 55259 35324 39615 83217 02589 52612 25414 19879 60880 30641 Which students go in the treatment group?
Look at the random number line
``` 55259 35324 39615 83217 02589 52612 25414 19879 60880 30641 ```
okay
whats the first digit ?
5
The researcher question is more of a philosophical question. He is asking if the students to learn to have a better life or have a better life while studying. Should they study to find the joy of learning or should they learn with the purpose of meeting a destination that gives them a happier life. @ganeshie8 (im really sorry for this lololol)
lol $1 million wud definitely make anyone happy and make the learning joyful too :P
Dan. Lmao
`5 Hiroshi` keep this lucky fellow aside for treatment group
whats the next digit in ur random numbers line ?
5 again
move on till u get a new digit
whats the next digit ?
2 then 5 then 9
step by step : next digit is 2 so pick the student with the number card 2
0 Juanita 1 Tuan `2 Harry` 3 Greta 4 William `5 Hiroshi` 6 Betty 7 Jane
Harry potter!
Alright, u found that the next new digit after 2 is 9, but we dont have any students wid number card 9, so just move on
whats the digit after 9 ?
3 then 5 then 3
Greta, Hiroshi, Greta
Yes so select the student with number card 3 : 0 Juanita 1 Tuan `2 Harry` `3 Greta` 4 William `5 Hiroshi` 6 Betty 7 Jane
we're not done yet, we need FOUR students right ?
so keep going, whats the next new digit after 3 ?
2, 4, 3, 9 Harry, William, Greta, NONE
next new digit after 3 is 4, so : 0 Juanita 1 Tuan `2 Harry` `3 Greta` `4 William` `5 Hiroshi` 6 Betty 7 Jane
okay
they're ur FOUR students selected randomly for treatment group ^
and we're done.
Thanks so much:D :D
yw :)
Join our real-time social learning platform and learn together with your friends!