HOW TO DETERMINE THE APPROPRIATE TOOL WHEN:
VARIANCE IS UNKNOWN
HOW TO DETERMINE THE APPROPRIATE TOOL WHEN:
VARIANCE IS UNKNOWN
HOW TO DETERMINE THE APPROPRIATE TOOL WHEN:
VARIANCE IS UNKNOWN
HOW TO DETERMINE THE APPROPRIATE TOOL WHEN:
CENTRAL LIMIT THEOREM
HOW TO DETERMINE THE APPROPRIATE TOOL WHEN:
CENTRAL LIMIT THEOREM
On the other hand, when the Population Variance is Unknown, the appropriate test statistic to used is t-test.
Lastly, when the Central Limit Theorem (CLT) is used, the appropriate test statistic is using z-test by replacing population standard deviation (σ) by sample standard deviation (s) in the formula.
REMEMBER:
T-test is the appropriate tool to used when:
REMEMBER:
Z-test is the appropriate tool to used in central limit theorem when:
What is a t-test?
A t-test is a type of inferential statistic used to determine if there is a significant difference between the means of two groups, which may be related in certain features.
How to determine the appropriate tool when:
VARIAN IS KNOWN
HOW TO DETERMINE THE APPROPRIATE TOOL WHEN:
VARIANCE IS UNKNOWN
HOW TO DETERMINE THE APPROPRIATE TOOL WHEN:
VARIANCE IS UNKNOWN
HOW TO DETERMINE THE APPROPRIATE TOOL WHEN:
VARIANCE IS UNKNOWN
HOW TO DETERMINE THE APPROPRIATE TOOL WHEN:
CENTRAL LIMIT THEOREM
HOW TO DETERMINE THE APPROPRIATE TOOL WHEN:
CENTRAL LIMIT THEOREM
On the other hand, when the Population Variance is Unknown, the appropriate test statistic to used is t-test.
Lastly, when the Central Limit Theorem (CLT) is used, the appropriate test statistic is using z-test by replacing population standard deviation (σ) by sample standard deviation (s) in the formula.
REMEMBER:
T-test is the appropriate tool to used when:
REMEMBER:
Z-test is the appropriate tool to used in central limit theorem when:
What is a t-test?
A t-test is a type of inferential statistic used to determine if there is a significant difference between the means of two groups, which may be related in certain features.
How to determine the appropriate tool when:
VARIAN IS KNOWN
HOW TO DETERMINE THE APPROPRIATE TOOL WHEN:
VARIANCE IS UNKNOWN
HOW TO DETERMINE THE APPROPRIATE TOOL WHEN:
VARIANCE IS UNKNOWN
HOW TO DETERMINE THE APPROPRIATE TOOL WHEN:
VARIANCE IS UNKNOWN
HOW TO DETERMINE THE APPROPRIATE TOOL WHEN:
CENTRAL LIMIT THEOREM
HOW TO DETERMINE THE APPROPRIATE TOOL WHEN:
CENTRAL LIMIT THEOREM
On the other hand, when the Population Variance is Unknown, the appropriate test statistic to used is t-test.
Lastly, when the Central Limit Theorem (CLT) is used, the appropriate test statistic is using z-test by replacing population standard deviation (σ) by sample standard deviation (s) in the formula.
REMEMBER:
T-test is the appropriate tool to used when:
REMEMBER:
Z-test is the appropriate tool to used in central limit theorem when:
What is a t-test?
A t-test is a type of inferential statistic used to determine if there is a significant difference between the means of two groups, which may be related in certain features.
How to determine the appropriate tool when:
VARIAN IS KNOWN
HOW TO DETERMINE THE APPROPRIATE TOOL WHEN:
VARIANCE IS UNKNOWN
HOW TO DETERMINE THE APPROPRIATE TOOL WHEN:
VARIANCE IS UNKNOWN
HOW TO DETERMINE THE APPROPRIATE TOOL WHEN:
VARIANCE IS UNKNOWN
HOW TO DETERMINE THE APPROPRIATE TOOL WHEN:
CENTRAL LIMIT THEOREM
HOW TO DETERMINE THE APPROPRIATE TOOL WHEN:
CENTRAL LIMIT THEOREM
On the other hand, when the Population Variance is Unknown, the appropriate test statistic to used is t-test.
Lastly, when the Central Limit Theorem (CLT) is used, the appropriate test statistic is using z-test by replacing population standard deviation (σ) by sample standard deviation (s) in the formula.
REMEMBER:
T-test is the appropriate tool to used when:
REMEMBER:
Z-test is the appropriate tool to used in central limit theorem when:
What is a t-test?
A t-test is a type of inferential statistic used to determine if there is a significant difference between the means of two groups, which may be related in certain features.
How to determine the appropriate tool when:
VARIAN IS KNOWN
HOW TO DETERMINE THE APPROPRIATE TOOL WHEN:
VARIANCE IS UNKNOWN
HOW TO DETERMINE THE APPROPRIATE TOOL WHEN:
VARIANCE IS UNKNOWN
HOW TO DETERMINE THE APPROPRIATE TOOL WHEN:
VARIANCE IS UNKNOWN
HOW TO DETERMINE THE APPROPRIATE TOOL WHEN:
CENTRAL LIMIT THEOREM
HOW TO DETERMINE THE APPROPRIATE TOOL WHEN:
CENTRAL LIMIT THEOREM
On the other hand, when the Population Variance is Unknown, the appropriate test statistic to used is t-test.
Lastly, when the Central Limit Theorem (CLT) is used, the appropriate test statistic is using z-test by replacing population standard deviation (σ) by sample standard deviation (s) in the formula.
REMEMBER:
T-test is the appropriate tool to used when:
REMEMBER:
Z-test is the appropriate tool to used in central limit theorem when:
What is a t-test?
A t-test is a type of inferential statistic used to determine if there is a significant difference between the means of two groups, which may be related in certain features.
How to determine the appropriate tool when:
VARIAN IS KNOWN
HOW TO DETERMINE THE APPROPRIATE TOOL WHEN:
VARIANCE IS UNKNOWN
HOW TO DETERMINE THE APPROPRIATE TOOL WHEN:
VARIANCE IS UNKNOWN
HOW TO DETERMINE THE APPROPRIATE TOOL WHEN:
VARIANCE IS UNKNOWN
HOW TO DETERMINE THE APPROPRIATE TOOL WHEN:
CENTRAL LIMIT THEOREM
HOW TO DETERMINE THE APPROPRIATE TOOL WHEN:
CENTRAL LIMIT THEOREM
On the other hand, when the Population Variance is Unknown, the appropriate test statistic to used is t-test.
Lastly, when the Central Limit Theorem (CLT) is used, the appropriate test statistic is using z-test by replacing population standard deviation (σ) by sample standard deviation (s) in the formula.
REMEMBER:
T-test is the appropriate tool to used when:
REMEMBER:
Z-test is the appropriate tool to used in central limit theorem when:
What is a t-test?
A t-test is a type of inferential statistic used to determine if there is a significant difference between the means of two groups, which may be related in certain features.
How to determine the appropriate tool when:
VARIAN IS KNOWN
HOW TO DETERMINE THE APPROPRIATE TOOL WHEN:
VARIANCE IS UNKNOWN
HOW TO DETERMINE THE APPROPRIATE TOOL WHEN:
VARIANCE IS UNKNOWN
HOW TO DETERMINE THE APPROPRIATE TOOL WHEN:
VARIANCE IS UNKNOWN
HOW TO DETERMINE THE APPROPRIATE TOOL WHEN:
CENTRAL LIMIT THEOREM
HOW TO DETERMINE THE APPROPRIATE TOOL WHEN:
CENTRAL LIMIT THEOREM
On the other hand, when the Population Variance is Unknown, the appropriate test statistic to used is t-test.
Lastly, when the Central Limit Theorem (CLT) is used, the appropriate test statistic is using z-test by replacing population standard deviation (σ) by sample standard deviation (s) in the formula.
REMEMBER:
T-test is the appropriate tool to used when:
REMEMBER:
Z-test is the appropriate tool to used in central limit theorem when:
What is a t-test?
A t-test is a type of inferential statistic used to determine if there is a significant difference between the means of two groups, which may be related in certain features.
How to determine the appropriate tool when:
VARIAN IS KNOWN