The style of speech most people adopt when speaking to older adults is based on the stereotypes of dependence and incompetence. This in turn conveys to older adults a sense of helplessness and a decline in their abilities. This has often been referred to as
A. secondary baby talk.
B. patronizing speech.
C. a communication predicament.
D. inappropriate speech predicament.
Answer: C
You might also like to view...
With respect to couples who are voluntarily childfree:
a) childfree couples usually experience their decision as a process that is revisited several times. b) men are more likely to have firm opinions about not having children than are women. c) older childfree couples have higher rates of depression than do couples with children. d) older childfree couples have more extensive relationships with their friends and extended family than do couples with children. e) older childfree couples are less likely to live in an institution than are couples with children.
What is the significance of the fact that 95% of U.S. adults marry within their race?
a. our freedom to marry anyone we wish is paramount b. less than 5% of our population can be regarded as individualistic thinkers c. cultural and social forces have no real effect on our mate choices d. due to social influences, it is an illusion that we are free to marry anyone we want
According to deterrence theory, people commit deviant acts because they have ______.
A. no legitimate means to achieve their goals B. been labeled “deviant” by others C. been taught that these acts are normal D. determined that the benefits outweigh the costs
In a chi-square test of independence, the term “expected frequency” generally refers to
A) the distribution of people over categories on the measured variables under the assumption of equal numbers of people in all cells. B) the expected distribution of people over categories on one variable if the distribution of people over categories on the other variable is completely unrelated to it. C) the spread of the independent variable to see if it is a truly independent variable. D) the population’s expected distribution of the scores on the dependent variable.