1 variable statistics
Box & Whisker Plot
Mixed
Linear Regression
Random Review
100

What do the following notations represent?

Q1, Q3, med, min, max

Q1 = lower quartile 

Q3 = upper quartile

med = median

min = minimum

max = maximum

100

A box plot has the following values:

min = 1

Q1 = 4

med = 5

Q3 = 9

max = 12 

What is the upper quartile? 

100

Given the explanation:

On average the cost of phones at Cell Phones R Us are $145.32.

Which measure of center was used to make this statement?

Mean

100

List the TI 84+ calculator steps to calculate a Linear Regression model.

Enter data in L1 and L2

Stat then Calc then 4 LinReg (ax +b)

Enter or go down to calculate and hit enter

100

Solve:  6r + 7 = 13 + 7r

r = -6

200

Find the median of the set 40, 33, 47, 26, 39, 51, 60, 28, 55, 64, 46

46

200

Given the following values of a box plot:

min = 1

Q1 = 4

med = 5

Q3 = 9

max = 12

What is the lower quartile? 

4

200

Given the statement:

More than half the students scored an 82 on the quiz.

Which measure of center was used to write the statement?

Median

200

The calculator notation, r, stands for what?

Correlation Coefficient

200

Solve:  (x/3) - 5 = -6

x = -3

300

Find the mean of the set 26 28 33 39 40 46 47 51 55 60 64

43.55

300

Given the following values of a box plot for test scores:

35             60          75             85              95

min          Q1           med          Q3              max


If 60 students took the test, how many made less than an 85?

45 students

300

Given the statement:

Typically the ages of high school students are 2.56 years from the mean.

What statistical measure was referenced when writing this statement?

Standard Deviation

300

Given the following x: 8, 9.5, 10, 6, 7, 4

                             y: 120, 138, 147, 88, 108, 62  

What is the equation of the line of best fit? 

What is y = 14.1x + 5.8 

300

Solve:  7(5a - 4) = 15

a = 47/35

400

What is the IQR of the set 69 71 90 100 75?

20
400

Given the following values of a box plot:

10           24        35               51          70

min          Q1      med             Q3          max

What percent of the values are between 25 and 51?

50%

400

 Which situation does not describe a causal relationship? 

1) The higher the volume on a radio, the louder the sound will be. 

2) The faster a student types a research paper, the more pages the paper will have. 

3) The shorter the distance driven, the less gasoline that will be used.

 4) The slower the pace of a runner, the longer it will take the runner to finish the race.

The faster a student types a research paper, the more pages the paper will have. 

400

Omar has apiece of rope. He ties a knot in the rope and measure s the new length of the rope after the  knot. 

Number of knots x:  4, 5, 6, 7, 8, 

Length of Rope     y: 64, 58, 49, 39, 31

What does the slope and y intercept represent in context of the problem? 

The slope represents how much shorter the rope gets after each knot and the y intercept is the original length of the rope before any knots are tied. 

400

Factor the Expression: 2x2 + 8x -10

2(x-1)(x+5)

500

Find the 25th percentile of the data 100 90 71 75 69

70

500

What percent of the values are contained within the Interquartile Range?

50%

500

The two sets of data below represent the number of runs scored by two different youth baseball teams over the course of a season. Team A: 4, 8, 5, 12, 3, 9, 5, 2 Team B: 5, 9, 11, 4, 6, 11, 2, 7 Which set of statements about the mean and standard deviation is true? 

1) mean A < mean B standard deviation A > standard deviation B

 2) mean A > mean B standard deviation A < standard deviation B 

3) mean A < mean B standard deviation A < standard deviation B 

4) mean A > mean B standard deviation A > standard deviation B

1) mean A < mean B standard deviation A > standard deviation B

500

The data given below shows the results of a study based on hight vs. weight 

Weight x: 4.5, 4, 3.5, 5.5, 5, 5, 4

Height y:  41, 40, 35, 38, 43, 44, 37, 39

Write the equation for linear regression and state the correlation coefficient rounded to the nearest 10th. 

y = 1.9x + 2938 

r = 0.3 

500

Factor Completly: 3y2 - 12y - 288 

3(y - 12)(y+8)