Answer: 28.2%
Explanation:
Correlation Coefficient = Covariance / (Standard deviation of Security A * Standard deviation of Security B)
0.52 = 0.022 /( 15% * σ)
(15% * σ) * 0.52 = 0.022
15% * σ = 0.022 / 0.52
σ = 0.0423/15%
= 28.2%
In monopolistic competition, what effect do price variations generally have on the market as a whole?
It's no effect.
Answer:
Coupon= $30 per period.
20 period for semi annual coupon payment.
28.148% discount rate
Explanation:
1.) Coupon rate * face value of bond = coupon
semi annual rate =6%/2=3%
Coupon= 1000 *3%= $30 per period.
2.) t= number of periods = years of maturity * coupon payment semi-annual
t= 10 * 2 = 20 periods.
3. Discount rate formula =C+[(F-P)/t] / (F+P/2)
where C=coupon payment annual
F= face value of security
P=price of security= 1000 *8%=80
t= years of maturity.
so we have⇒ 60+[(1000-80)/10]/(1000+80)/2
=152/540
=28.148%
Answer:
-1.10%
Explanation:
Calculation for percentage return on a stock
Stock percentage return=$46.20 + 1.67 - 48.40)/$48.40
Stock percentage return= = -.0110*100
Stock percentage return=-1.10%
Therefore the percentage return on a stock is -1.10%
Answer:
There is a loss of 18,000
Explanation:
In this question, we are asked to calculate the amount of boot in this transaction.
We proceed as follows;
We must identify that to buy one asset, we exchanged one asset with another
Mathematically;
loss or gain = asset given up - Discount received in exchange
From the question we identify the following;
value of asset given up = 225,000 - 195,000 = 30,000
Discount received in exchange = 12,000
Thus, loss or gain is
= 30,000 - 12,000
So, there's a loss of 18,000
