Answer:
2 years
Explanation:
Payback period is the length of time it takes for the future cash flows to equal the initial investment.
$224,000 = $112,000 + $112,000
therefore,
It takes 2 years for the cashflows to equal initial investment
Answer:
Mortgage Broker Dual Agency Disclosure Form
Explanation:
The Mortgage Broker Dual Agency Disclosure Form is a document a broker needs to fill in when he/she acts as a mortgage broker and real estate broker in the same operation to inform the buyer and the seller before he/she can provide the services and it must be signed by both parties. So, according to this, the answer is that a banking department form required when a person is acting as a mortgage broker and a real estate broker in the same transaction is known as the Mortgage Broker Dual Agency Disclosure Form.
Answer:
17,080 ounces.
Explanation:
Given that,
Budgeted production = 8,500
Raw material required per unit = 2 ounces
Opening inventory = 3,400
Direct material to be purchased:
= (Budgeted production × Raw material required per unit) + Closing inventory - Opening inventory
= (8,500 × 2 ounces) + (20% × 8,700 × 2) - 3,400
= 17,000 + 3,480 - 3,400
= 17,080 ounces.
Answer:
The correct answer is C. $46.50.
Explanation:
The current value of one share of stock is the present value of all expected future cash flows. The present value (PV) of cash flows in each year is calculated as follows.
PV = Future value / (1 + Rate of return)^Number of years
The future value is the dividend received on the share in a particular year while the rate of return is 11.4% (i.e. 0.114).
Applying the above formula,
Current value of share = $1.221 + $0.927 + $0.977 + $0.260 + $43.114
= $46.50
Hence, the correct option is C. $46.50.
Answer:
b. additional costs for attending a college or university.
Explanation:
Textbooks, transportation and room and board are additional costs for attending a college or university.
They aren't included as part of tuition costs.
They are the real costs of attending college.
These costs needs to be considered when choosing a college.
I hope my answer helps you