2 more questions+ vocab matching help and im done for now. 1. http://prntscr.com/jfjff3 2.http://prntscr.com/jfjg5a Vocab matching- 3.http://prntscr.com/jfjgd9 4.http://prntscr.com/jfjgks
first one is A, already did the median and the only one that seems accuate is A. it couldnt be b because 47 is a bit....far @Vocaloid
good for 12: you need to find the IQR and then lower bound: Q1 - 1.5*IQR upper bound: Q3 + 1.5*IQR then the outliers are any numbers below the lower bound or higher than the upper bound
20 and 78 but im having trouble putting together the equation
Q1 and Q3 are 48 and 59.5, IQR = 59.5 - 48 = 11.5 lower bound: Q1 - 1.5*IQR = 48 - 1.5(11.5) = 30.75 upper bound: Q3 + 1.5*IQR = 59.5 + 1.5(11.5) = 76.75 therefore any numbers below 30.75 or above 76.75 are the outliers
lmk if you need some assistance with the vocab, it's pretty straightforward
ok so correct me if im wong but
for the first half: 1= dotplot 2=frequency table 3=mean 4=stem and leaf plot 5=frequency 6= mode 7=freqyency distribution 8= histogram 9=median
switch 2 and 7 because 7 specifically mentions a table while 2 says "table or graph"
otherwise A+
:D ill get started on the second part
second part an i dont know where to start. i used up all of my smartness for the first 6 hours of this xd
well, max is the largest value and min is the smallest value? that's 1 and 8 done judging by our earlier work, IQR = Q3 - Q1, right? so which definition # would be IQR?
Q3 and Q1 are the quartiles subtraction --> can also be thought of as "the difference" so interquartile range = the difference the quartiles (#15) it might be helpful to start with the vocab words first
ah
iqr would be 9 right?
\(\color{#0cbb34}{\text{Originally Posted by}}\) @Vocaloid Q3 and Q1 are the quartiles subtraction --> can also be thought of as "the difference" so interquartile range = the difference the quartiles ***(#15)*** it might be helpful to start with the vocab words first \(\color{#0cbb34}{\text{End of Quote}}\) Interquartile range is #15 #9 is describing a set of five numbers called the ~five number summary~
4 is range
good
remember that Q2 is equivalent to the median while Q1 and Q3 are the medians of the lower half and upper half, respectively
so q3 is 3
yes
7 is q1, sorry for the delay
good, and q2 is 5 since it mentions the median
6 is a little tricky, since it's talking about the part of a box plot that extends from q1 to q3 that's the ~box~ while the ~whiskers~ are the parts from Q3 to the max and min to Q1 (#10)
so 10 is wiskers?
yes
but 11: "the three values that separate the data" are talking about Q1, Q2, Q3, or in other words, the quartiles 12: "borders between outliers and non-outliers" are fences, just have to know this from memory 13. this describes a box plot where the outliers have been changed to dots, or in other words, ~modified~
14 is outlier, since its seperate
good
2 is box and 6 is box and wisker plots
wait no switch them
2 is box and wisker plots and 6 is box, correct?
yes
so for the final results its: 4 1 8 5 7 3 9 2 6 10 11 15 14 12 13
yup perfect i'm going to bed, have a good day/night/whatever
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