Oh no! We have an outcome that does not have a (normal) distribution! What do we do?
a. Conduct pairwise comparisons
b. Use non-parametric statistics
c. t-tests and ANOVA are equipped to handle this
d. All of the above
Ans: b. Use non-parametric statistics
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Which is likely to contribute most to change in personality across the lifespan?
a. Consistent environments b. Genetic inheritance c. Long-lasting childhood experiences d. Poor person-environment fit
Systems theory assumes that families
a. are usually stable until a crisis disrupts the stability. b. undergo periods of stability and change. c. are constantly undergoing periods of change. d. that undergo considerable changes are dysfunctional.
If ?/2 = .1, then (1–?)100% = ______ of all intervals computed as m ± z?/2(?m) will capture ?.
a. 90% b. 95% c. 80% d. 98%
Susie has a tablet and smartphone that she carries everywhere. Right now she is texting four different friends at once while updating her social media profile on her tablet. Susie is most likely a member of
A. Generation Y. B. the Baby Boomers. C. Generation X. D. the Millennials.