Dear list,
My question is in regard to constructing intervals for a continuous variable. I have a variable that measures individualsâ total support needs. In this sample (n=548) it varies from 60 to 141 and it is slightly left-skewed. I would like to create categories but I donât know how to do this. Should I simply look at the histogram and visually decide where there is a breaking point? Any help or suggestions would be greatly appreciated. SIS support needs index Stem-and-Leaf Plot Frequency Stem & Leaf 2.00 6 . & 6.00 6 . 57& 8.00 7 . 022& 21.00 7 . 566889999& 29.00 8 . 0022233333444 31.00 8 . 555566677799999 51.00 9 . 00001111112222333333344 48.00 9 . 5555556666668888999999 41.00 10 . 00001112222233333333 80.00 10 . 55555556666667777777778888888889999999 69.00 11 . 0000000001111111133333333444444444 42.00 11 . 55556666666677777888 32.00 12 . 000111123334444 24.00 12 . 555555668899 16.00 13 . 0011223 .00 13 . 1.00 14 . & Stem width: 10 Each leaf: 2 case(s) |
Hi Giuseppina,
First, you should tell us why do you need the categories and how many of them do you need. There are many possibilities how to proceed, and the decision between them depends on the purpose of the procedure. Greetings Jan -----Original Message----- From: SPSSX(r) Discussion [mailto:[hidden email]] On Behalf Of Giuseppina Chiri Sent: Wednesday, January 24, 2007 3:15 PM To: [hidden email] Subject: intervals for continuous variables Dear list, My question is in regard to constructing intervals for a continuous variable. I have a variable that measures individuals’ total support needs. In this sample (n=548) it varies from 60 to 141 and it is slightly left-skewed. I would like to create categories but I don’t know how to do this. Should I simply look at the histogram and visually decide where there is a breaking point? Any help or suggestions would be greatly appreciated. SIS support needs index Stem-and-Leaf Plot Frequency Stem & Leaf 2.00 6 . & 6.00 6 . 57& 8.00 7 . 022& 21.00 7 . 566889999& 29.00 8 . 0022233333444 31.00 8 . 555566677799999 51.00 9 . 00001111112222333333344 48.00 9 . 5555556666668888999999 41.00 10 . 00001112222233333333 80.00 10 . 55555556666667777777778888888889999999 69.00 11 . 0000000001111111133333333444444444 42.00 11 . 55556666666677777888 32.00 12 . 000111123334444 24.00 12 . 555555668899 16.00 13 . 0011223 .00 13 . 1.00 14 . & Stem width: 10 Each leaf: 2 case(s) |
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