Answer:
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Explanation:
Answer:
2.58%
Explanation:
holding period return (HPR) = [(ending value - initial value) + dividends received] / initial value
- initial value of Petter's portfolio = (100 x $62.85) + (100 x $121.15) = $18,400
- ending value = (100 x $59.80) + (100 x $127.35) = $18,715
- dividends received = 100 x $1.60 = $160
HPR = [($18,715 - $18,400) + $160] / $18,400 = $475 / $18,400 = 0.0258 = 2.58%
Answer:
The answer is D. 10%
Explanation:
The coupon rate that must cause the bond to be issued at a premium must be greater than the Yield-to-maturity (YTM).
If it is issued at a coupon rate equals to the Yield-to-maturity (YTM), it is said to be issued at par.
And If it is issued at a coupon rate lower to the Yield-to-maturity (YTM), it is said to be at discounts
Answer:
68,000 units
Explanation:
The computation of the number of units that produced in september is given below;
The sales units at September is
= $400,000 ÷ 5
= 80,000 units
And, the october sales units is
= $320,000 ÷ 5
= 64,000 units
So, the production should be
= Ending finished units + sales units - beginning finished units
= (25% of 64,000 units) + 80,000 units - 28,000 units
= 16,000 units + 80,000 units - 28,000 units
= 68,000 units
Answer:
c. planned investment spending is most likely to decrease.
Explanation:
High interests rates reduce the levels of investment in an economy. Investments are capital intensive ventures and will require borrowing to finance them. When interest rates are high, loans become expensive. For a project to be viable in times of high-interest rates, it will need to have a very high rate of return.
When interest rates are high, banks will offer a higher rate of return on savings. Using savings to finance investments become more costly. Investors would prefer to put their money in a deposit account for higher interest payments than to invest.
High-interest rate thus slows down investments expenditures. The cost of borrowing goes up while the incentives to save increase.
