Answer:
The expected price after 1 year would be$55.5
Explanation:
According to the given data,
Price of the stock (Po) = $50
Dividend after 1year (D1) = $2
Equity cost of capital (KE) =15%
The formula for calculating the price after 1 year i.e.,(P1 ) is
Po = (D1 + P1 )/ 1+KE $50= ($2 + P1) / (1+0.15)
P1 = [$50(1.15)] - $2 = $55.5
Prox Inc. is a U.S.-based manufacturer of consumer electronics. It decides to export to Mexico and wants to protect its goods against damage, loss, and pilferage. The document which is applicable here is an A. <u>insurance certificate.</u>
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Explanation:
- A certificate of insurance is a document used to provide information on specific insurance coverage.
- The certificate provides verification of the insurance and usually contains information on types and limits of coverage, insurance company, policy number, named insured, and the policies' effective periods
- Certificate of Insurance is a summary document usually issued by an agent on behalf of an insurer that says a policy has been issued to an insured for a general type of risk.
- The Certificate is usually issued to a third party who wants some evidence or assurance that a policy has been issued.
- A certificate of insurance is requested when liability and large losses are a concern.
- Most commercial leases require the tenant to provide certificates of insurance or other evidence of insurance. Certificates of insurance are typically issued by an agent or broker for the named insured and set forth the coverages written for the insured
Answer:
the firm pay 39 millions dividends to his shareholders during the year.
Explanation:
The retained earnings identity is as follow:
beginning RE + net income - dividends = ending RE
we plug our values into the formula:
970 + 30 - dividends = 961
we clear dividends:
970 + 30 - 961 = dividends
And solve:
dividends = 39
<u>Notes:</u>
For every account, we always have this similar identity:
a beginning balance
a type of transaction that increase their balance
another kind of transaction which decreased
and a final balance which is the net of the previous.
beginning + increase - decrease = ending
Always try to identify how each transaction impact the account and from there, setup the equation.
Answer:
The answer is: $38,429
Explanation:
You need to withdraw 208 payments (52 weeks x 4 years)
Each payment is $200
Discount interest is 0.0769% (4% yearly interest / 52 weeks)
So the present value of the cash flow is: PV = $38,429
The best way to calculate the PV is to use an excel spreadsheet and the NPV formula:
=PV(0.0769%,L1:L208) where L1 to L208 all equal 200