. BSTJ 1: 2. November 1922: The Relation Between Rents and Incomes, and the Distribution of Rental Values. (Helmle, ). 20 30 40 SO TO 10 SO . 30 40 30 JO 100 DOLLARS RENT PER MdNTH. 20 30 40 SO TO 10 SO 30 40 SO TO DOLLARS RENT PER MONTH Fig. 4 96 BELL SYSTEM TECHNICAL JOURNAL respect. Concavity upwards represents a distribution which is lessskew than the theoretical logarithmic skew curve, and concavitydownwards a distribution of greater skewness. No great importancecan be assigned to small differences of this sort, as they are not perma-nent between successive surveys, whereas the genera
. BSTJ 1: 2. November 1922: The Relation Between Rents and Incomes, and the Distribution of Rental Values. (Helmle, ). 20 30 40 SO TO 10 SO . 30 40 30 JO 100 DOLLARS RENT PER MdNTH. 20 30 40 SO TO 10 SO 30 40 SO TO DOLLARS RENT PER MONTH Fig. 4 96 BELL SYSTEM TECHNICAL JOURNAL respect. Concavity upwards represents a distribution which is lessskew than the theoretical logarithmic skew curve, and concavitydownwards a distribution of greater skewness. No great importancecan be assigned to small differences of this sort, as they are not perma-nent between successive surveys, whereas the general type of thedistribution is quite constant for a given city. The justification for assuming that rents follow the logarithmicskew curve is made stronger by certain data from Volume 19 of thereport of U. S. Immigration Commission made in 1912. This com-mission collected a large mass of data concerning the living conditionsof families of the immigrant type. The data are classified by nation-ality of head of family, by income, etc. Distributions of amountspaid for house rent per apartment, per room and per person for certainnationalities are shown in Fig. 5. The data shown were ch
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Keywords: ., bookcentury1900, bookdecade1920, booksubjectfamilies, bookyear192
