XYZ Mat 120 Module 1 Lesson 1 — Transcript
Full transcript
- 0:00this is module 1 lesson 1.1
- 0:04we're talking about populations and
- 0:06samples
- 0:08so let's start off with the definition
- 0:11of a population
- 0:12a population is all subjects to be
- 0:15studied
- 0:16now a lot of times we think of
- 0:17populations as being really big
- 0:19they don't have to be really big the
- 0:21bigger they are the better
- 0:23in terms of accuracy of your data but
- 0:25the population
- 0:27is the the total group whereas a sample
- 0:31is members selected from a population so
- 0:34a sample is a subset
- 0:36from a population for example
- 0:39a population could be all students in
- 0:42this statistics class so
- 0:44population would be everybody in the
- 0:45statistics class and the sample would be
- 0:48a subgroup of that
- 0:49we could select five students from the
- 0:51class to answer a question
- 0:53so when you break down a population into
- 0:56a smaller group
- 0:57then that would be your sample another
- 1:00example
- 1:01a population is all of the passengers on
- 1:03an airplane
- 1:04and a sample would be passengers and
- 1:07seats one through ten
- 1:09so there was the sample then is a subset
- 1:13of my population
- 1:16a parameter and a statistic a parameter
- 1:20is a numerical measurement that
- 1:22describes the characteristics of a
- 1:24population
- 1:26so it's got to be something numerical
- 1:27for instance 40 percent of this class is
- 1:30over 40 years old so the numerical
- 1:32measurement is 40 percent
- 1:3440 is over 40 years old a statistic
- 1:38is also a numerical measurement but it
- 1:41describes
- 1:42characteristics of a sample for example
- 1:45three of the male students in this class
- 1:48have blue eyes
- 1:49so the sample would be students in the
- 1:51class and we're just picking out three
- 1:53of them that have blue eyes
- 1:55so how can we distinguish the
- 1:57description of a parameter
- 2:00or a statistic well a parameter is a
- 2:03numerical measurement that describes a
- 2:05population
- 2:06a p and a p a statistic
- 2:10is a numerical measurement that
- 2:11describes a sample
- 2:13so an s and an s so it makes it real
- 2:17easy to determine
- 2:18am i looking at a parameter or a
- 2:20statistic the first question
- 2:22is are you looking at a sample or a
- 2:24population
- 2:26for instance here's an example from your
- 2:28homework a political scientist surveys
- 2:3122 of the current 130 representatives
- 2:36in the state's legislature what is the
- 2:38size of the sample
- 2:40well the sample is obviously the
- 2:41subgroup so we're picking
- 2:4322 and the population
- 2:46is the total amount which would be 130.
- 2:50so the population is always larger
- 2:53in example 2. us political scientist
- 2:56surveys 28 of the current 74
- 2:58representatives
- 2:59the sample is 28
- 3:03the total which is the population is 74.
- 3:06so that should be very easy to identify
- 3:09now the next question is parameter
- 3:13or statistic a sample of men
- 3:19reveals 60 to calculus a
- 3:22sample remember describes a statistic
- 3:26determine whether we have a parameter or
- 3:28statistic for number two
- 3:3043.85 of voters turned out
- 3:34in the elections the 2016 elections
- 3:37so we're looking at all of the elections
- 3:4143.87 percent of voters we didn't break
- 3:44that down in any way
- 3:45so that describes a population therefore
- 3:4943.87 is a parameter
- 3:54another homework problem the
- 3:57the question is to determine whether
- 3:59it's a parameter or a statistic
- 4:02two-thirds of the freshman class
- 4:05two-thirds of the class are freshmen
- 4:08two-thirds of the class are freshmen
- 4:12so we're looking at a class so the class
- 4:16is our population two-thirds
- 4:19would describe that population so that
- 4:21would be a parameter
- 4:23b in a weight loss research study
- 4:26the sample of 50 men
- 4:29lost an average of 2.5 pounds sample
- 4:33right there is a key word
- 4:35so we're looking at the sample so that
- 4:37would be a statistic
- 4:42and then using consumer reports
- 4:45again a random sample of new cars
- 4:49gave an average mpg 30.5
- 4:53so since it's a sample that would be a
- 4:55statistic
- 4:58and then the next one facebook tested
- 5:01the mean amount of time its users
- 5:03used the site each day and they found
- 5:05the mean amount of time of
- 5:06all users on the site
- 5:10is 80 minutes per day so we're not
- 5:12breaking down to a sample
- 5:14we're just looking at the all the users
- 5:16on the site
- 5:17so we're looking at the population so
- 5:19this would be a parameter
- 5:22so population the numerical description
- 5:25is
- 5:25defined as a parameter for a sample it's
- 5:28a statistic you don't always see the
- 5:30word sample
- 5:31but a lot of times you do and then
- 5:34matching
- 5:35all right so let's figure this one out
- 5:37suppose you want to estimate the
- 5:38percentage of people who got a flu
- 5:39vaccine who did not get the flu
- 5:41you take a sample of 100 people who got
- 5:43the flu vaccine
- 5:45all right so we want to know about
- 5:48all of these different descriptions
- 5:50whether or not the vaccine
- 5:52worked well whether or not it worked
- 5:55that is not a sample it's not a
- 5:57parameter
- 5:58um it's not an individual it's not a
- 6:00statistic it's not a population so it's
- 6:02just a variable did it work
- 6:03so that one would be c the percentage of
- 6:07all people who got the flu vaccine
- 6:11who did not get the flu so the
- 6:14percentage of the people
- 6:16so the percentage of all the people who
- 6:18got the vaccine
- 6:20so that percentage is going to be
- 6:23a parameter because we're looking at the
- 6:25population
- 6:27of all of those who got the vaccine and
- 6:30then the percentage of a hundred people
- 6:32who got the vaccine who did not get the
- 6:33flu so we're taking a sample we're
- 6:35taking only 100 people
- 6:36as compared to all people so that makes
- 6:39this one a statistic
- 6:42and then a person who got the flu
- 6:45vaccine well we're just talking about an
- 6:46individual if we're just talking about
- 6:48a person all people who got the vaccine
- 6:53well
- 6:53all people is our population and then a
- 6:56hundred people that's our sample
- 6:59and so that would be the way we would
- 7:00answer that
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