ASSIGNMENT: At certain machinery shop, two machines are used to produced metal rods. A random sample of 11 rods from machine 1 showed a mean length of 5.95 inches with variance of 0.18 square inches while a random sample of 15 rods from machine 2 showed a mean length of 6.01 inches with variance of 0.2 square inches. Test whether there is a significant difference between the mean length of the two metal rods at a = 0.05.

MATLAB: An Introduction with Applications
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Author:Amos Gilat
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Chapter1: Starting With Matlab
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Please do provide the hypotheses testing steps for the problem. Thank you! 

The steps in Hypothesis Testing
Step 1. State Ho and H1
Step 2. Specify the level of significance.
Step 3. Select the test statistic.
Step 4. Establish the critical region / regions.
Step 5. Computation
Step 6. Make a statistical decision.
Step 7. Draw the appropriate conclusion.
Transcribed Image Text:The steps in Hypothesis Testing Step 1. State Ho and H1 Step 2. Specify the level of significance. Step 3. Select the test statistic. Step 4. Establish the critical region / regions. Step 5. Computation Step 6. Make a statistical decision. Step 7. Draw the appropriate conclusion.
ASSIGNMENT:
"At certain machinery shop, two machines are used to
produced metal rods. A random sample of 11 rods from
machine 1 showed a mean length of 5.95 inches with
variance of 0.18 square inches while a random sample of 15
rods from machine 2 showed a mean length of 6.01 inches
with variance of 0.2 square inches.
Test whether there is a significant difference between the
mean length of the two metal rods at a = 0.05.
Transcribed Image Text:ASSIGNMENT: "At certain machinery shop, two machines are used to produced metal rods. A random sample of 11 rods from machine 1 showed a mean length of 5.95 inches with variance of 0.18 square inches while a random sample of 15 rods from machine 2 showed a mean length of 6.01 inches with variance of 0.2 square inches. Test whether there is a significant difference between the mean length of the two metal rods at a = 0.05.
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