Sentence examples for by multiplying the population from inspiring English sources
In these cases, production was formerly estimated simply by multiplying the population in each country by a per capita estimate of woodfuel or charcoal production.
The number of patients in each sex and age group was calculated by multiplying the population [ 23] by the prevalence rate [ 6].
The number of patients was estimated according to sex and age by multiplying the population, according to sex and age, and the 12-month prevalence rate.
For the distribution rate, the number of pregnant women in the catchment area during the period of the intervention could be estimated by multiplying the population crude birth rate and the program's duration.
The population of the grid cell was estimated by multiplying the population density of the sublocation in which the centroid of grid cell resided by the area of the grid cell (12.25 km).
Step 3: Calculate the number of lung cancer fatalities at each level by multiplying the population size by the mortality rate from lung cancer and adding the increased lung cancer fatalities caused by PM2.5 air pollution as follows: 1 Step 1: Classify the PM2.5 concentrations in China reported by ACS and WHO AQGs.
The Population EVPI was obtained by multiplying the Effective Population with the difference in NMB noted.
Since the study was conducted over an eight-year period, the person-year population of Manitoba throughout this time was determined by multiplying the 1996 population by eight.
Also, the total number of injections in the DTES was calculated by multiplying the total population of PWID users and the estimated number of injections per year (e.g., 5,000 PWID * 913 injections per year) [4, 20, 24, 44, 50].
LYs and QALYs in each cohort were calculated by multiplying the aSAH population by the corresponding life expectancy and QALE.
The expected value of perfect information for parameters (EVPPI) was obtained by multiplying the effective population with the difference between the net-benefit with perfect information and the expected value with current information about the parameter(s) [ 12].
