Determine the Integral by Making an Appropriate Substitution $\int$ $\frac { \ln \sqrt { x } } { x }$

question 139

Multiple Choice

Determine the integral by making an appropriate substitution.
- $\int$ $\frac { \ln \sqrt { x } } { x }$ dx   Use the substitution u =ln $\sqrt { x }$ .

• A) \(( \ln x ) ^ { 2 }\) + C
• B) 2(ln \(\sqrt { x }\) \(2\) + C
• C) \(\frac { ( \ln x ) ^ { 2 } } { 4 }\) + C
• D) \(\frac { 1 } { 2 }\) \(( \ln \sqrt { x } ) ^ { 2 }\) + C
• E) none of these

Understand the significance of validity evidence in supporting the interpretation of test scores for their intended uses.

Understand the importance of validity in counseling.

Comprehend the concept of content validity ratio and its significance in test construction.

Recognize the importance of timing and method in collecting criterion performance scores for criterion-related validity.

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