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Hypothesis testing
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Created by
Lily Newman
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Cards (3)
Regression
Testing for zero
correlation
H
0
:
p
=
H0:\ p=
H
0
:
p
=
0
0
0
H
1
:
p
≠
0
O
R
p
<
0
O
R
p
>
0
H1:\ p\ne0\ OR\ p<0\ OR\ p>0
H
1
:
p
=
0
OR
p
<
0
OR
p
>
0
Normal distribution
Testing value of
μ
\mu
μ
H
0
:
μ
=
H0:\ \mu=
H
0
:
μ
=
a
⇒
X
≈
N
(
a
,
σ
2
)
a\ \Rightarrow\ X\approx N\left(a,\sigma^2\right)
a
⇒
X
≈
N
(
a
,
σ
2
)
H
1
:
μ
≠
a
O
R
μ
<
a
O
R
μ
>
a
H1:\ \mu\ \ne a\ OR\ \mu<a\ OR\ \mu>a
H
1
:
μ
=
a
OR
μ
<
a
OR
μ
>
a
Binomial distribution
Testing
value of p
H
0
:
p
=
H0:\ p=
H
0
:
p
=
a
⇒
X
≈
B
(
n
,
a
)
a\ \Rightarrow\ X\approx B\left(n,\ a\right)
a
⇒
X
≈
B
(
n
,
a
)
H
1
:
p
≠
a
O
R
p
<
a
O
R
p
>
a
H1:\ p\ \ne a\ OR\ p<a\ OR\ p>a
H
1
:
p
=
a
OR
p
<
a
OR
p
>
a