Answer: BP = BD(WD) + BE(WE)
1 = 0.86(1-WE) + 1.39WE
1 = 0.86-0.86WE + 1.39WE
1 = 0.86 + 0.53WE
-0.53WE = -0.14
0.53WE = 0.14
WE = 0.14/0.53
WE = 0.2641509434
WD = 1 - WE
WD = 1 - 0.2641509434
WD = 0.7358490566
The dollar amount of investment in stock D = 0.7358490566 x $215,000
= $158,207.54
Explanation: The beta of the portfolio is 1, which corresponds to the beta of the market. The beta of the portfolio equals beta of each stock multiplied by the percentage of fund invested in each stock(weight). The weight of stock D is equal to 1 - weight of stock E. Therefore, we need to make weight of stock E the subject of the formula by solving the problem mathematically and collecting the like terms. The weight of stock E is 0.2641509434. The weight of stock E will be subtracted from 1 so as to obtain the weight of stock D, which is 0.7358490566. The dollar amount of stock D equal to $215,000 multiplied by 0.7358490566, which is $158,207.54.
VAT added to the products price at the stage of sale.
Answer: Option B
<u>Explanation:</u>
VAT stands for value added tax. VAT system is like a GST. The VAT has to be paid by the consumer or a business concern must pay the cost of goods and services and has to be subtracted material cost of previous year if any.
At the exact and each time value is added when a sale is made. Each and every seller in the production chain as to be charges VAT tax to the buyer, which it's remitted to the government.
Answer:
the entire supply chain (hope this helps) pls i need one more brainly to rank up
Answer:
No his parents aren't exactly right, a college is far more expensive, not only money wise, but also time wise. These programs/bootcamps can get you started in web design, and make sure you pass with a certificate and fully understand the topic, and they only take around a 2 - 5 months.
Answer:
1. $636
2. $674.16
3. $566.04
4. $534
Explanation:
PV = FV ÷ (1 + r/n)^(t × n)........(1)
PV = present value
FV = Future value
r = rate per period
t = number of years
n = number of compounded period per year
FV = P(1 + r/n)^(t×n)...............(2)
FV = Future value
P = principal
r = rate per period
n = number compounded period per year
t = number of year
NO 1.
P= $600
t = 1
n = 1
r = 6% = 0.06
Using equation 2
FV = 600(1 + 0.06/1)^(1 × 1) = $636
NO 2
P = $600
n = 1
t = 2
r = 0.06
Using equation 2
FV = 600(1 + 0.06/1)^(2 × 1) = $674.16
NO 3.
FV = $600
r = 0.06
t = 1
n = 1
Using equation 1
PV = 600 ÷ (1 + 0.06/1)^(1 × 1) = $566.04
NO 4.
FV = $600
r = 0.06
n = 1
t = 2
Using equation 1
PV = 600 ÷ (1 + 0.06/1)^(2 × 1) = $534
