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SpyIntel [72]
3 years ago
14

Effective project teams have a results orientation; each person has a strong commitment to accomplishing the project objective .

There is a high degree of
Business
1 answer:
lana [24]3 years ago
8 0

Answer:

Effective Project leadership

Explanation:

When working on a project together, everyone has to be on the same page regarding the end goals and the means to reach the end goals. A team can only be called effective if every person is result oriented. If everyone in the team has the same level of commitment towards completing their project and thus accomplishing the objective, it is because of a high degree of Effective project leadership. An effective leader has the quality to work with different type of people and also getting the effective results.

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How can you estimate the total sales volume you can expect in your location?
kirill115 [55]

How can you estimate the total sales volume you can expect in your location? You can forecast your sales by figuring out your market. Depending on your market you can estimate how mant people are likely to purchase your product and how often. By using market trends and product testing it allows for a forecast of total sales over time and can let a business know how much to produce so that they are meeting demand.

4 0
3 years ago
Suppose that the term structure is currently flat so that bonds of all maturities have yields to maturity of 10%. Currently a 5-
laila [671]

Answer:

Explanation:

a) PV=$1000

As price is equal to face value then the Coupon rate will be equal to its YTM, 10%.

Annual Coupons = 10% * 1000 = $100

b.) We have purchased the bond for $1000, so our investment is $1000

At the end of the year 1, we get a coupon of $100 and the selling price.

1st CASE - When monetary policy is tight.

New YTM = 12%

Time left to maturity (n) = 4 years

Coupon payment = $100

Price = Coupon payment X PVAF(YTM, n) + Face Value X PVF(YTM, n)

[USE TABLES or Financial calculator]

Price = 100 X PVAF(12%, 4) + 1000 X PVF(12%, 4) = 100 X 3.307 + 1000 X .636 = 303.7 + 636 = $939.7

If we sell the bond, Return = (Coupon Received + Selling price - Purchase price ) \div Purchase price

= (100 + 939.7 - 1000) \div 1000 = .0397 or 3.97%

Scenario 2 - When monetory policy is loose

New YTM = 8%

Time left to maturity (n) = 4 years

Coupon payment = $100

Therefore, Price = Coupon payment X PVAF(YTM, n) + Face Value X PVF(YTM, n)

Price = 100 X PVAF(8%, 4) + 1000 X PVF(8%, 4) = 100 X 3.312 + 1000 X .735 = 331.2 + 735 = $1066.2

If we sell the bond, Return = (Coupon Received + Selling price - Purchase price ) \div Purchase price

= (100 + 1066.2 - 1000) \div 1000 = .1662 or 16.62%

4 0
3 years ago
Insurance Premiums ~ Mona is interested in the relationship between the amount insurance companies pay out for automobile collis
MrMuchimi
B ///////////////////////////
7 0
3 years ago
If Jordan makes only the minimum monthly payments in March, April, and May, what will his balance be after he makes the minimum
Mariulka [41]

Answer:

b. $988. 97 

Explanation:

6 0
3 years ago
Windhoek Mines, Ltd., of Namibia, is contemplating the purchase of equipment to exploit a mineral deposit on land to which the c
grin007 [14]

Answer:

Windhoek Mines, Ltd.

The net present value of the proposed mining project is:

=  ($232,950).

Explanation:

a) Data and Calculations:

Cost of new equipment and timbers = $500,000

Working capital required  = $100,000

Annual net cash receipts = $120,000

Cost to construct new roads in three years = $40,000

Salvage value of equipment in four years = $65,000

Estimated useful life of mine = 4 years

Working capital released in four years = $100,000

Required rate of return = 20%

                                                           Cash Flows   PV factor  Present Value

Cost of new equipment and timbers  $500,000      1               -$500,000

Working capital required                        100,000       1                 -100,000

Annual net cash receipts                       120,000     2.589            310,680

Cost to construct new roads in 3 years 40,000     0.579             -23,160

Salvage value of equipment in 4 years 65,000     0.482               31,330

Working capital released in 4 years     100,000     0.482              48,200

Net present value                                                                      ($232,950)

4 0
3 years ago
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