Answer:
Non Banking Institutions (Investment Bank)
Explanation:
Non Banking Institutions (Investment Bank) do not have a full banking licence and are not usually supervised by a national or international banking regulatory agency.
NBIs facilitate investment, market brokerage, contractual savings and risk pooling.
Non Bank Institutions provide avenues for transforming an economy's savings to capital investment.
One way they do this is by underwriting new issues of securities for corporations, states, and municipalities needed to raise money in the capital markets.
Answer:
As the price level rises, the purchasing power of households' real wealth will <u>fall</u>, causing the quantity of output demand to <u>fall.</u> This phenomenon is known as the <u>wealth</u> effect.
Additionally, as the price level rises, the impact on the domestic interest rate will cause the real value of the dollar to <u>rise</u> in foreign exchange markets. The number of domestic products purchased by foreign (exports) will therefore <u>fall</u>, and the number of foreign products purchases by domestic consumers and firms(imports) will <u>rise</u>.
Net exports will therefore <u>fall</u>, causing the quantity of domestic output demanded to <u>fall.</u> This phenomenon is known as the <u>exchange rate</u> effect.
The answer to this is "Pre-employment Qualifying Test". When all applicants for employment at RST corporation must pass a typing test including the production workers, the custodians and the forklift operator as well as duties with no typing duties must undergo this test. Then at this instance, the typing test is a Pre-employment Qualifying Test.
Answer:
$0.72
Explanation:
The computation of the amount of the last dividend paid is shown below:
Market price of a stock = Last dividend × (1 + growth rate) ÷ Required rate of return - growth rate
$12.36 = Last dividend × ( 1 + 0.03) ÷ 0.09 - 0.03
$12.36 = Last dividend × (1.03) ÷ 0.06
$12.36 × 0.06 = 1.03 × last dividend
$0.7416 = 1.03 × last dividend
So,
last dividend is
= $0.7416 ÷ 1.03
= $0.72