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μ
population mean
σ
population standard deviation
P
population proportion
p̂
sample proportion
N
sample size
x̄
sample mean
s
sample standard deviation
α
significance level
Ho
Hypothesis null
Ha
Hypothesis alternative
p-value < significance level
reject the null hypothesis
p-value < significance level
DONT reject the null hypothesis
Two sided hypothesis
when the null hypothesis is EQUAL or DOESNT EQUAL
One sided hypothesis
when the null hypothesis is EQUAL or GREATER/LESS THAN
Positive Z-score
the data value is larger than the mean
Negative Z-score
the data value is smaller than the mean
skewed left
mean < median
skewed right
mean > median
symmetric
mean = median
IQR
Q3-Q1
Q1
25% of data below it
Q2
50% of data below it
Q3
75% of the data below it
Hypothesis Test (Step 1)
Write Ho and Ha
Hypothesis Test (Step 2)
Test conditions using n*po≥10 and n(1-po)≥10
Hypothesis Test (Step 3.1)
Find sample proportion
p̂= #individual/sample size
Hypothesis Test (Step 3.2)
Plug p̂ into test statistic formula
Hypothesis Test (Step 4)
Find test statistic in Z table
IF the p-value is two sided, multiply by 2
Hypothesis Test (Step 5)
Compare P-value w/ the Significance level
p < s [reject Ho]
p > s [DONT reject H0]