The frequency of conflict is highest in ___________________ and the intensity of the conflict, when it does occur, _________________________.
A. early adolescence; increases throughout adolescence
B. middle adolescence; peaks in late adolescence
C. late adolescence; late adolescence also
D. early adolescence; middle adolescence
Answer: A
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
Describe the immediate and long term medical care and related medical services needed for students with TBI
What will be an ideal response?
Adhd
a) can be cured b) can be managed c) can go into remission d) none of the above
For = 31.72 with the number of groups = 3, the researcher would ______.
a. not reject the null hypothesis (p > .05) b. reject the null hypothesis (p <.05) c. reject the null hypothesis (p >.05) d. reject the null hypothesis (p <.01)