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variance, test the hypothesis H
0
:
µ
1
−µ
2
=
0
, against the alternative hypothesis,
H
1
:
µ
1
−µ
2
<
0
.
Press
‚Ù——
@@@OK@@@
to access the hypothesis testing feature in the
calculator. Press
—
@@@OK@@@
to select option 6. T-Test:
µ1−µ2
.: Enter the
following data and press
@@@OK@@@
:
Select the alternative hypothesis
µ1< µ2
, and press
@@@OK@@@
. The result is
Thus, we accept (more accurately, we do not reject) the hypothesis: H
0
:
µ
1
−µ
2
=
0
, or H
0
:
µ
1
=µ
2
, against the alternative hypothesis H
1
:
µ
1
−µ
2
<
0
, or H
1
:
µ
1
=µ
2
. The test t value is t
0
= -1.341776, with a P-value = 0.09130961, and
critical t is –t
α
= -1.659782. The graphical results are:
These three examples should be enough to understand the operation of the
hypothesis testing pre-programmed feature in the calculator.
