If a sample of 32 runners were taken from a population of 201 runners, could refer to the mean of how many runners' times? A. 201 B. Both 32 and 201 C. Neither 32 nor 201 D. 32
@Daniellelovee
i dont get your question
they want you to find the mean (you know range median mode, etc)
|dw:1423352184942:dw| it has one of those in between the runners and could but idk what that is.
o.O idk if its you drawing skills but what is that thing?
idk
is it a U symbol?
probably i honestly dunno
because if it is then that means universal or in other words all the numbers in a set
it doesnt really look like on though so
should i just take a guess?
I think 32 because the mean is like finding range (your GPA for examples) is found by adding percentage and then dividing by the number of classes but in here they are telling you that you have 201 classes in total (an example) but they are only giving you the score of 32 classes then which range can you find... @mathmate am I correct?
\(\mu\) is the mean. The best is to post an image of the question. It's hard to miss out part of the question.
yes thats what it was... But i can't take pictures on my school computer. :(
xBar (x with a bar on top) is the sample mean (of the 32). \(\mu\) generally refers to the population mean (201). This applies if Tallan knows these two terms. Does the question say "could \(\mu\) refer to the mean of ..."?
@Tallan Have you done sample mean and population mean in your course? If yes, then the above two symbols apply. If not, it will depend on your course.
yes it says could refer to the mean of how many runners' times? @mathmate
The answer depends on whether you have learned about the difference between sample mean (xBar) and population mean (\(\mu\)). I think you have, but you need to confirm.
I think that is too advanced for his pace on his previous questions but anything is possible at this point
32 (sample) out of 201 (population). The sample mean (out of 32) is (almost) never the same as the population mean, and it varies from sample to sample. That is why it is given a different symbol (xBar), while population mean stays the same all the time (as long as the population does not change). Have you done that in you class? Check your notes, please.
@Tallan answer :p
@Tallan ok, I'll explain it one more time. \(\mu\) is used by a lot of people as an abbreviation for "mean". In statistics, it is used to represent the population mean, for example, the mean age of a whole school. If we take a sample, say 24 students and find the mean of the 24 students, the (sample) mean will vary depending on the sample, hence we use a different symbol (xBar, x with a bar on top, I don't know how to type it yet) to indicate that it is a variable, while the population mean \(\mu\) is a constant. Unfortunately, \(\mu\) is also used by a lot of people as an abbreviation for "mean", any mean, especially in elementary statistics. That is why I have to be careful to understand your context, i.e. what you have learned before, or not. I am not trying to test your knowledge (it's not my job to do that, lol). :)
yeah but I believe the options that they are providing him with can help you determine what the meaning of the symbol wants him to look for.
do they give you a formula?
on the lesson?
not that i know of... I cant go back into it now anyway. @Daniellelovee
i still think its A @Daniellelovee
What is the mode of the following data values? 87, 19, 11, 52, 11 mode repeats right?
@Daniellelovee
yeah the mode is the number that repeats
ok well then thats easy its 11
yeah lol I'm finally sure of an answer XD
Ben is taking three AP classes and two regular classes. His AP classes count twice as much as his regular classes in his GPA. Each A is worth 4 points, Bs are worth 3 points, Cs are worth 2 points, and Ds are worth 1 point. What is Ben's GPA? Class Ben's grade AP English B AP Government B AP Algebra II A Spanish B Physics D A. 3.0 B. 1.7 C. 4.0 D. 2.8
the grades are right next to the class.. they apparently didn't have spaces. :P
they want you to find the mean (add all the values and then divide by the number of classes) :)
did you get it?
he has a gpa of 2.8
yup :)
wait
wait read the above your not done
Ben is taking three AP classes and two regular classes. His AP classes count twice as much as his regular classes in his GPA.
4.0?
?
shouldnt it be 3? since you have 3+3+3+3+4+4+3+1=24 so 24/8?
oh i added the 3's together..
and the 4's
what?
lol explain what you did o.O
ok i did 3+3=6 so i did 6 for my b's so 2 6's. for my A's i added 4+4=8 so 8,6,6,3,1
I think i just did it differently that was wrong.
yeah but 24/5 =4.8 which is not an option....
use your guessing skills lol :p
what did you get?
i got 3.0 :P sha'll i put it in?
do you think thats right lol I dont want to feel guilty again
yea
ok then go for it :p :)
you were right :D
haha yeah! http://themavesite.com/TMS-Pictures/Epic/Memes/FreddieMercury.png
A baseball stadium offers tickets with different prices, depending on the location of the seats. If it decreases the prices of all tickets by $15, what will happen to the median price of the tickets? A. It will stay the same. B. It will increase by $15. C. It will decrease by $15. D. There is not enough information to answer the question.
how many questions left?
the median is the number in the middle
3 questions*
C?
I think so too
was it right?
yes i got it right i got a 90% on it i just finished
I'm so proud of us :') xD lol
:)
can you help me with the next quiz?
might as well lol
If the standard deviation of the data values in a sample is 13, what is the variance of the data values? A. 169 B. 225 C. 361 D. 289
I dont remember how to do this hold on I'll be on google
ok
the Standard Deviation is just the square root of Variance
so just multiply to the second power
makes sense?
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