STAT 1430.01 MIDTERM
(EXPERIMENTS) EXAM QUESTIONS
AND ANSWERS. VERIFIED 2025/2026.
Variables are either... - ANS Quantitative or Categorical
Quantitative Variables - ANS numerical things
Categorical Variables - ANS names or labels, not numbers,m puts individuals into groups
GRAPH: Histogram - ANS Horizontal Axis = value of variable
Vertical Axis = # or % in each group (5-10 bins is enough)
GRAPH: Boxplot - ANS Divides data into quarters, 5 number summary
- bigger boxes don't mean more data....
- you cannot SEE THE MEAN
- does not show symmetry
- good for skewed data sets
What is the 5 number summary for a boxplot? - ANS 1) Minimum
2) Q1
3) Median
1 @COPYRIGHT 2025/2026 ALLRIGHTS RESERVED.
, 4) Q3
5) Max
What can you not see on a boxplot? - ANS THE MEan
How do we describe quantitative data? - ANS 1) Shape = symmetric, skewed left, skewed
right
2) Center = mean and median
3) Variability = standard deviation and IQR
Time-Series Plot - ANS Horizontal Axis: Time
Vertical Axis: Value of the Variable
Mean (x-bar) - ANS total / # of observations
- SAME UNITS!
Median (M) - ANS 50th percentile, Q2 in the middle
Mean = Median (Shape) - ANS SYMMETRIC
Mean > Median (shape) - ANS SKEWED RIGHT
Mean < Median (shape) - ANS SKEWED LEFT
DEF: Standard Deviation (s) - ANS concentration around the mean....how spread out numbers
are
Standard Deviation things to remember - ANS - CAN NEVER BE NEGATIVE
2 @COPYRIGHT 2025/2026 ALLRIGHTS RESERVED.
(EXPERIMENTS) EXAM QUESTIONS
AND ANSWERS. VERIFIED 2025/2026.
Variables are either... - ANS Quantitative or Categorical
Quantitative Variables - ANS numerical things
Categorical Variables - ANS names or labels, not numbers,m puts individuals into groups
GRAPH: Histogram - ANS Horizontal Axis = value of variable
Vertical Axis = # or % in each group (5-10 bins is enough)
GRAPH: Boxplot - ANS Divides data into quarters, 5 number summary
- bigger boxes don't mean more data....
- you cannot SEE THE MEAN
- does not show symmetry
- good for skewed data sets
What is the 5 number summary for a boxplot? - ANS 1) Minimum
2) Q1
3) Median
1 @COPYRIGHT 2025/2026 ALLRIGHTS RESERVED.
, 4) Q3
5) Max
What can you not see on a boxplot? - ANS THE MEan
How do we describe quantitative data? - ANS 1) Shape = symmetric, skewed left, skewed
right
2) Center = mean and median
3) Variability = standard deviation and IQR
Time-Series Plot - ANS Horizontal Axis: Time
Vertical Axis: Value of the Variable
Mean (x-bar) - ANS total / # of observations
- SAME UNITS!
Median (M) - ANS 50th percentile, Q2 in the middle
Mean = Median (Shape) - ANS SYMMETRIC
Mean > Median (shape) - ANS SKEWED RIGHT
Mean < Median (shape) - ANS SKEWED LEFT
DEF: Standard Deviation (s) - ANS concentration around the mean....how spread out numbers
are
Standard Deviation things to remember - ANS - CAN NEVER BE NEGATIVE
2 @COPYRIGHT 2025/2026 ALLRIGHTS RESERVED.