問題一覧
1
A region of a probability distribution which causes the null hypothesis to be rejected, if the test statistic falls within it
2
By finding the cumulative probability (from the lowest or highest value) that is nearest to the significance level but doesn't reach it
3
The first value to fall inside the critical region
4
2
5
The probability of incorrectly rejecting the null hypothesis
6
By finding the probability that the test statistic falls within the critical region(s)
7
Assume H0 is true, Use the Binomial CD tool and enter N and p, If the test is one tailed, find the probability that is nearest to the significance level without exceeding it , The corresponding x value is the critical value - use this to state the critical region, If the test is two tailed, find the probability that is nearest to the significance level without exceeding it, Then find the probability that is nearest to 1 - Significance Level that is above it , The corresponding x values are the critical values - use this to state the critical region
All Maths Notation
All Maths Notation
Oluwole Akande · 72問 · 2年前All Maths Notation
All Maths Notation
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Financial Ratio Analysis - Liquidity Ratios and Gearing
Oluwole Akande · 9問 · 3年前Financial Ratio Analysis - Liquidity Ratios and Gearing
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Topic 6 - Further Mechanics - Glossary
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Topic 6 - Further Mechanics - Glossary
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Command Words
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Command Words
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Circuit Symbols
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Oluwole Akande · 5問 · 2年前Topic 4 - Materials - Upthrust and Viscosity
Topic 4 - Materials - Upthrust and Viscosity
5問 • 2年前Topic 5 - Waves and Particle Nature of Light - Ray Diagrams
Topic 5 - Waves and Particle Nature of Light - Ray Diagrams
Oluwole Akande · 5問 · 2年前Topic 5 - Waves and Particle Nature of Light - Ray Diagrams
Topic 5 - Waves and Particle Nature of Light - Ray Diagrams
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Topic 8 - Nuclear and Particle Physics - Linear Accelerator and Particle Detectors
Oluwole Akande · 14問 · 2年前Topic 8 - Nuclear and Particle Physics - Linear Accelerator and Particle Detectors
Topic 8 - Nuclear and Particle Physics - Linear Accelerator and Particle Detectors
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Topic 10 - Space - Trigonometric Parallax
Oluwole Akande · 8問 · 2年前Topic 10 - Space - Trigonometric Parallax
Topic 10 - Space - Trigonometric Parallax
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Topic 7 - Electric and Magnetic Fields - Glossary
Oluwole Akande · 7問 · 2年前Topic 7 - Electric and Magnetic Fields - Glossary
Topic 7 - Electric and Magnetic Fields - Glossary
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Chapter 7 - Electric and Magnetic Fields - Coulomb's Law
Oluwole Akande · 7問 · 2年前Chapter 7 - Electric and Magnetic Fields - Coulomb's Law
Chapter 7 - Electric and Magnetic Fields - Coulomb's Law
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Chapter 7 - Electric and Magnetic Fields - Electric Field Strength
Oluwole Akande · 11問 · 2年前Chapter 7 - Electric and Magnetic Fields - Electric Field Strength
Chapter 7 - Electric and Magnetic Fields - Electric Field Strength
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Chapter 7 - Electric and Magnetic Fields - Electric Potential
Oluwole Akande · 12問 · 2年前Chapter 7 - Electric and Magnetic Fields - Electric Potential
Chapter 7 - Electric and Magnetic Fields - Electric Potential
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Chapter 7 - Electric and Magnetic Fields - Capacitor Discharge
Oluwole Akande · 11問 · 2年前Chapter 7 - Electric and Magnetic Fields - Capacitor Discharge
Chapter 7 - Electric and Magnetic Fields - Capacitor Discharge
11問 • 2年前問題一覧
1
A region of a probability distribution which causes the null hypothesis to be rejected, if the test statistic falls within it
2
By finding the cumulative probability (from the lowest or highest value) that is nearest to the significance level but doesn't reach it
3
The first value to fall inside the critical region
4
2
5
The probability of incorrectly rejecting the null hypothesis
6
By finding the probability that the test statistic falls within the critical region(s)
7
Assume H0 is true, Use the Binomial CD tool and enter N and p, If the test is one tailed, find the probability that is nearest to the significance level without exceeding it , The corresponding x value is the critical value - use this to state the critical region, If the test is two tailed, find the probability that is nearest to the significance level without exceeding it, Then find the probability that is nearest to 1 - Significance Level that is above it , The corresponding x values are the critical values - use this to state the critical region