To find c when s2
is not known, small sample from
N(m,
s2)
Where T has a t distribution with n - 1 degrees of freedom.
To solve for c (a) fix
a (c) and use t table.
Ho: m =
mo
H1: m
¹
mo
Test: If
> mo + c or
-
< mo
- c then reject Ho.
To find c when s2
is known
To solve for c (a) fix
a (c) and use Z table.
To find c when s
2 is not known, large sample
To solve for c (a) fix
a (c) and use Z table.
To find c when s2
is not known, small sample from
N(m
, s2)
Where T has a t distribution with n - 1 degrees of freedom.
To solve for c (a) fix
a (c) and use t table.
Ho: m
1 - m2 = 0
H1: m1 -
m2
¹ 0
Test: If
then reject Ho.
To find c when
s12 and
s22
are known
To solve for c (a) fix
a (c) and use Z table.
To find c when
are not known, large sample
To solve for c (a) fix
a (c) and use Z table.
To find c when
are not known, small samples from N(m
, s2)
Where T has a t distribution with n + m - 2
degrees of freedom and s2 is given by:
To solve for c (a) fix
a (c) and use t table.
Ho: s2 =
H1: s2 =
Test: If
then reject Ho.
To find c2 set
and use the chi-square table with n - 1 degrees of freedom.
Ho: s2 =
H1: s2 =
Test: If
then reject Ho.
To find c1 and c2 set
and use the chi-square table with n - 1 degrees of freedom.
Ho:
H1:
Test: If
or
then reject Ho. To find k1 and
k2 set
Use the F table with n - 1 and m - 1 degrees of freedom
to find k2 and then use the reciprocal of the entry for
m - 1 and n - 1 degrees of freedom for k1.