It is his work enviornment, i know this is correct because its on my online school :) hope this helps
The Right Response is Option C which is Long Term Changes in the Economy.
<h3><u>
Why Did Friedman Argued So?</u></h3>
- The concept of monetarism, which refers to the management of money in the economy, was developed by Milton Friedman. According to Friedman, changes in the money supply can have both long- and short-term consequences.
Friedman suggested that long-term changes in the economy had an impact on consumer behavior. Long-term economic developments have an impact on how consumers behave while making purchases. For instance, if long-term economic trends are favorable, consumer spending will rise; otherwise, it would fall.
Therefore, "long-term changes in the economy" is the right response.
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Correct Question - Milton Friedman argued that consumers are more likely to alter their behavior based on
a) changes in the unemployment rate.
b) short-term changes in the economy.
c) long-term changes in the economy.
d) changes in the inflation rate.
Answer:
C. A firm that uses more labor and less capital than another firm cannot be technologically efficient
Explanation:
"Technological efficiency" is different from "economical efficiency."
Technological efficiency focuses on having the least amount of inputs in hitting the maximum output. Economical efficiency focuses on having the least amount of cost in hitting a maximum output.
Choice c mentioned about<em> "more labor</em>" so, this shows that it is not technologically efficient because it has more inputs. It should include only the <em>fewest number of labor</em>, since it is the concern of a technologically-efficient firm<em> (and not the cost)</em>.
This also shows that a "technologically-inefficient method" <u>can be</u> "economically-efficient."
Answer:
Portfolio beta = 1.2125
Explanation:
The portfolio beta is a function of the weighted average of the individual stocks' betas that form up the portfolio. To calculate the beta of a portfolio, we use the following formula,
Portfolio Beta = wA * Beta of A + wB * Beta of B + ... + wN * Beta of N
Where,
w is the weight of each stock
Portfolio Beta = 100000/400000 * 1.4 + 70000/400000 * 1.6 +
30000/400000 * 1.1 + 200000/400000 * 1
Portfolio beta = 1.2125
Answer:
The correct answer is
A. Will it help me further my career?
good luck ❤