Answer:
<u>expansionary; will be equal to</u>
Explanation:
<em>Remember</em>, monetary policies are basically divided into:
- expansionary monetary policy, and
- contractionary monetary policy.
Indeed, as the name implies, the expansionary monetary policy is meant to in a sense boost up economic growth in terms of reducing interest rates thereby theoretically increasing spending and also leading to an increase in the money supply. When there is an increase in the money supply, this thus leads to an increased inflation rate, which would be expected if workers and firms have rational expectations.
Answer:
Sharpen Ratio = <u> Rp - Rf</u>
standard deviation of portfolio
= <u>13.8% - 3.6%</u>
173.11%
= 0.05892
= 0.059
workings
Return of portfolio = Ra*wa + Rb*Wb
= 15%*0.6 + 12%*0.4
= 9% + 4.8% = 13.8%
Standard deviation of portfolio = square root of variance
= √ stdA²wa² + stadB²wb² + 2wawbcorrAB
= √(24%*0.6)² +(14%*0.4)² + 2*0.6*0.4*1.27
= √207.36% + 31.36% + 0.6096
= √2.9968
= 1.73
= 173.11%
Explanation:
<h3>The unemployment created by introduction of automatic elevators would be considered as structural
</h3>
Explanation:
Structural unemployment is a longer-lasting type of unemployment that is induced by structural economic changes and aggravated by external influences like technology, rivalry, and government policy.
Structural unemployment will last for decades and typically needs to reverse a dramatic shift. Technology continues to intensify systemic unemployment, marginalize certain workers and make certain occupations redundant, such as manufacturing. Structural unemployment can be long-term and difficult to address as it needs either displacement or retraining.
Answer:
a) legal promise to repay a debt.
Explanation:
A bond is an agreement that is made between the issuer or the bank or the financial institution and the borrower.
The agreement was made in written specify the terms and conditions which involve the borrowed amount, interest rate, and the time period in which the borrower promises to pay back the money to the financial institution.
