A student conducted a survey of all 500 employees in a company. He calculated the population mean of the number of cars they owned to be x%. He calculated the proportion of employees who drove a car to work to be y%. Another student conducted a survey of a sample of 10 employees in the same company. She found the sample mean of the number of cars they owned to be p%. She found the sample proportion of employees who drove a car to work to be q%. Which parameter would be considered to be point estimates?
A.x and p B.x and y C.y and p D.y and q E.p and q
@amistre64
Which parameter would be considered to be point estimates? the sample means are always point estimates of the population means
p?
p is a sample mean yes, and the other one is the sample proportion ... these can be used when the population stuff is unknown
so is there a formula?
no formula, just textbook knowledge from the readings from the chapter that includes point estimators
estimators? does that mean that its guessing
in a sense, yes. It means that we can approximate (get close to) the population values by using the sample values under certain criteria
so what is the next step..
choose the sample parameters as the point estimators for the population values. which 2 letters are they associating with the sample?
x and y?
lets test that out: population mean ... to be x%. proportion ... to be y%. so im going to say no for x and y
it cant be p and q either right?
well, since it cant be x or y; that only leaves us with p and q
ohhh i thought p and q couldnt be a valid answer
so E?
sample mean ... to be p sample proportion ... to be q E would fit that yes
sample values are point estimators for population values
alright, i think i understand that
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