Business Cycles and GDP

Multiple Choice Questions

After watching the Business Cycles and GDP video lecture, consider the question(s) below. Then “submit” your response.

Question

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

Question

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

Question

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

Question

1e9QmLsR+nM+AfFmf9PH8PGCADD9IZ8hqpef62zXJNH6/Cx9oKZnayzSNTvZsw8Fy/AcUrbQ5rMi5iFA1huIyrXhhZjk3lCx8AxBHUOvJ7RwKdzjiSp0F01PC4Ltv8RMRET/BQsdMRFr0aSlaT15OAeSyFjkn5vRQOMEvi4l/U+xSbdbDKg1SpXPk9Ft7oVjT6TSIYjt8LzABOUH6HqJelGvJpmsP65FCT2RsKa5D12KZGNOT0MduWYadBljC7mli4sRoN7+DdGaRT0s6w9S7emFPOaiSIxCCp2F0G2xLCJPpcy/dTqvBNHIcD5eHkBpY6wJyRpGzbyfKfDSdZFlv1lc9daUpwPsaYmKXa8+NPYJqMnJI8xVQaOXHzid8TfupoJIwZS0ju8rEQPrzEXuZqv2OKa6kMq8uLcXYfKxWMlvvg1ktGz4M4obCGT31EJXzAx83x5/i0VlgMP3S7EjSflYlfsHaDl6mO9M5YA252vNQW+GPw7/nUMOoCDJRgb4V9+L+PiXsIG7mLEyRYK0vdgkIKbkv3rVR6dK7L+T7JPF2+jd8j6mhPDMafUrmKBBObdv5YB1e26Nt9Dk03cteJ22Reqp5LeqteYmziv8+6NI0a0V3nNIxv8GEAwwiSBevMF+fqEuCs4jRwXjGKYDZPqM8I2W1ViM5AmZ+k6Grc0VEgY5a5HI6Suzw2viO/SlCBqTDfx5d2ILDXGWJLM8dIeiXjdCExSZLEfAm450Wx32Y/tSEq7bzuMcD9o5Etzrb5wV0LgY5uNKvkjui3VBBstMipBuqz2rGDdm3ls9DnazA5PkVUsm2ZunLtWf8V0SGLJH57xhuEK8+JvHhWw9BUPUwjhAuki18QsuS5dFjsrIRdTAYYXHxna1OFQfkbIO/aMrSFe3euY+JC69dhQZD8uRLW2kqJEQv26ynHhoNYq/icUDH+wESWehtxCykwf7w9SupgGYSzG2LdfNx9ZHEwzjzO4wrEL9woKshFj1BCfeCIClIwwfmg3AYhcGtMoWrwQyjT7UygdC9dycLlnXW+6irl2gqQ8QmqJocEbePxEoRfA36h6GzJsfVYSqnJ/juB0w7GDAWGrlcBEMsynFVCLr9kRdBeZwX8LTXY7Dk9vWpQ91FqnpyUTr4UGhj6wKhhHCBqkZ4g/GTUDWmpwUjSa3H16UP9oRtfD2yOD5Pb5pxSHO1SNjNapuJoVIKeIgfSCkH+n86g3lXAKzkNZ48jVeDwRMbAD6pPLp9wtIUurPE4EAXcN6QS5IXBckHhOPycfjma6BPHdggxKxEyWoRCJgx24dtweGJe60sjl1WggRmLGA2tZr03+VnSk+KbhetDTOflP/ESF3VKVq74S4XXKMn03ZbA4Db6KswV/TZ3ijCDbXXDKCZJSeZPbbQEjZpeCWlIwaj8usKUv1YH0r9ZMSNGLyfQlN03fIQtoYzSPrtt2/0Hk1xIRNjj88BAmQ3SXabKV+DZlGOmsG2vZExaWXNpKEaZcOLBUe63R+A3mBBFg+QxhllZdb/++3o03dWSs9kM0rAWKq+0atNiuamA==

Question

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

Question

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

Question

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

True/False Questions

After watching the Business Cycles and GDP video lecture, consider the question(s) below. Then “submit” your response.

Question

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

Question

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

Question

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

Short Answer/Discussion Questions

After watching the Business Cycles and GDP video lecture, consider the question(s) below. Then “submit” your response.

Question

TTJK1iFBBHraaEWYSWYGsQaIgrISnjmbtlLIXTGXJWIdrr7HqOS+NHFXwdt2m77xwF4gewMcjcw=
Suggested solution: No. Business cycles (which include recessions) will always be part of the economic landscape. Macroeconomic policies are focused on minimizing the length and severity of recessions (contractions in GDP) because recessions carry a significant human cost in terms of lost jobs and other dislocations. (Answers may vary.)

Question

gSYf4QVpTQPwpoqk1n8NMkw7bajzF3N3f8gBDJrvydxYNLVGWGIIQxyOA+VfhfQqzHjH5hsoPFw9btxwO7FusQBsCLfGTrQPz63QuyD2j4hP0+ztjT9ei4w8nUXt2Rfa6+44fA==
Suggested solution: The expenditures approach to calculating GDP totals all expenditures for final goods and services. The income approach does the same for all forms of income. Because one person’s expenditure is another person’s income, both approaches yield the same result. (Answers may vary.)

Question

yI5R9duXnb+NDl2gNLKPX8IogFqqUgwRCHIRIgx8xm0nj3L4Dq1/UAWv4hGk2S5hj3D0rC6LZUH2jdZ0iOjlN7Vvj3sIhfJkyce1kyfYKDAo97jQEdiAHHKXlVUsUBE4y/cLphbEtrjk7MJ9ctwiEmTeZ5Bp2JVSKrZDxIvamrcyGhXb05/eD6t7Eq+ACjjFJYJ4T3kRcC13IqU9f3YIWLesKjPFFJzr2YkOWx0sWXs=
Suggested solution: Though GDP per capita does provide some insight into the relative standards of living of countries, it does have some shortfalls in this application. (1) GDP per capita does not take into account income inequality, meaning that the average GDP per capita in one country could be composed of only very rich and very poor people, while a country with the same GDP per capita could have most of the population at the average level. (2) GDP per capita does not capture the informal, or underground, economy. A country with a large underground economy would have an understated GDP per capita. (3) GDP per capita does not include measures of nonmonetary quality of life, such as environmental quality or happiness. Although two countries have about the same GDP per capita and distribution of wealth, perhaps one has a better environment, hence is considered a better place to live. (Answers may vary.)