hypothesis
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HYPOTHESIS TESTING TASK FOR INDIVIDUAL BLOG
For this assignment, you will use the DOE experimental data
using the CATAPULT that you have conducted during the practical. You will use
FULL FACTORIAL DATA. You are free to express yourself in your blog, but the
table provided on page 2 to 7 must be followed.
DOE PRACTICAL TEAM MEMBERS (fill
this according to your DOE practical):
1. Person A (Iron Man)
2. Person B (Thor)
3. Person C (Captain America)
4. Person D (Black Widow)
5. Person E (Hulk)
Data collected for FULL factorial design using
CATAPULT A (fill this according to your DOE practical result):
The QUESTION |
To determine the effect of projectile weight on the flying distance of the
projectile |
Scope of the
test |
The human factor is
assumed to be negligible. Therefore different user will not have any effect
on the flying distance of projectile. Flying distance for
catapult is collected using the factors below: Arm length = 33 cm Projectile weight = 0.8619 grams
and 2.0117 grams Stop angle = 10 degree |
Step 1: State the
statistical Hypotheses: |
State the null hypothesis (H0): When the arm length is at 33 cm and the stop angle is at 10 degree, the projectile distance travelled at projectile weight 0.8619 grams and projectile weight 2.0117 grams have no difference. State the alternative hypothesis (H1): When the arm length is at 33 cm and the stop angle is at 10 degree, the projectile distance travelled at projectile weight 0.8619 grams and projectile weight 2.0117 grams have difference. |
Step 2: Formulate an analysis
plan. |
Sample size is 16 Therefore t-test will be used. Since the sign of H1
is > , a right tailed test is used. Significance level (α) used in this test is 0.05. |
Step 3: Calculate the
test statistic |
State the mean and standard deviation of Run # 2: mean : 87.1 std: 1.55 State the mean and standard deviation of Run #4 : means75.3 std: 0.93 Compute the value of the
test statistic (t): |
Step 4: Make a
decision based on result |
Type of test (check one
only) 1. Left-tailed test: [ __
] Critical value tα = - ______ 2. Right-tailed test: [yes ] Critical value tα = 1.761 3. Two-tailed test: [ __ ] Critical value tα/2 = ± ______ Use the t-distribution
table to determine the critical value of tα or tα/2 Compare the values of test statistics, t,
and critical value(s), tα or ± tα/2 Therefore Ho is false. |
Conclusion
that answer the initial question |
|
Compare your
conclusion with the conclusion from the other team members. |
|
What
inferences can you make from these comparisons? |
|
Your learning
reflection on this Hypothesis testing activity |
|
All memes are credited to meevin and bingus.
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