Answer: (D) Horizontal complementary
Explanation:
The horizontal complementary is one of the type of business strategy alliances that are formed for increase the competition level in the marketing by producing the various types of product and new technologies in the market.
According to the question, the horizontal complementary strategy are basically refers to the partnership that link various types of organizational unit together with the other business units or companies.
Therefore, Option (D) is correct.
According to the provisions in the Contract to Buy and Sell Real Estate, if a broker has an interest-bearing trust account, the: interest may accrue to a nonprofit affordable housing fund.
<u>Explanation:</u>
When funds are deposited to a interest bearing trust account then interest can be obtained for those deposited funds. The annual percentage yield will be very smaller amount for this type of account. The amount of money will be paid to the account holder in annual basis which is called APY.
The interest that is paid to the account beneficiary is called trust account. When a broker has this type of account, according to the Contract to Buy and Sell Real Estate provisions, the interest may accrue to nonprofit affordable housing fund.
Answer:
$201,700
Explanation:
The budget production for May is 5000 units.
The total materials required for May will be no. of units multiplied by materials needed for each unit
=5000 x 3
=15000 pounds of materials
Materials required for June
=60% of (4400x 3)
= 60/100 x 13200
=7920 pounds of material
Total materials needed for May
= 15,000+7,920
=22,920 pounds
Purchases required will be
=22,920 - 2,750
=20170
Purchases in dollar value =20170 x $10
=$201,700
The future amount of the current investment/credit with interest that is compounded annually can be calculated through the equation,
F = P x (1 + r)^n
where F is the future amount, P is the principal, r is the decimal equivalent of the given rate, and n is the number of years.
Substituting the known values,
F = ($125,000) x (1 + 0.06)^3 = $148,877
The interest is therefore,
I = $148,877 - $125,000 = $23,877
Answer:
A) 0.195618171
B) It will clear the balance after 32 months.
Explanation:
We calculate the effective rate considering compounding interest:
2) we sovle for N using the present value of an annuity
C $150.00
time n
rate 0.015
PV $3,750.0000
n = 31.56799396
