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Cherry picking
happens when someone only shows the data that supports their point while ignoring data that contradicts it
Selection bias
when the people,cases, or data points included in a study are not representative of the group being discussed
Survivorship Bias
we focus only on the people or things that made it through a process and ignore those that failed or disappeared
Correlation vs. Causation
Correlation = 2 thing move together Causation= one thing directly causes the other
Truncated Y-axis
y axis starts above zero or cuts off parts of the scale, making small differences look much larger than they are
Misleading Pie charts
when the slices are hard to compare, do not add up, correctly or show too many categories
Misleading Bar Graphs
when the axis is distorted, the bars are not proportional, or the categories are arranged in a confusing way
Small Sample Sizes
the conclusion is based on too few observations to be reliable
Outdated data
information that may have been true in the past but not longer reflects the current situation
Relative risk vs. Absolute risk
relative: how much something changes proportionally, absolute: actual size of the change
Average that hide reality
hide important differences inside a group
Median vs. Mean Confusion
means: the total divided by the number of values, median: the middle value when all values are ordered
Missing context
a number is shown without the background needed to understand it
Biased Survey questions
questions that pushes people toward a particular answer
Framing effects
the same information creates a different reaction depending on how it is presented
Simpson’s Paradox
a trend appears in several separate groups but disappears or reverse when the groups are combined
Percentage Without Baselines
does not tell you what the percentage is based on
Misleading Rankings
when the criteria is unclear, weighted strangely or based on small differences
Cumulative Graph Tricks
add values over time, so they usually keep rising even when the current rate is slowing down
Unequal Scales
when two charts or axes use different intervals, making comparison unfair
Confusing Data Levels
unclear what the data actually measures
Overgeneralization
someone applies a conclusion to a much larger group than the data supports
Fake Precision
very exact numbers to create a false sense of certainty
Comparing Different Times periods
data frond different time period is compared as if the period are equivalent