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Mars2501 [29]
3 years ago
9

_____ refer to special temporary project structures established by a company that are isolated from the rest of the organization

and allowed to operate under different rules.
Business
1 answer:
Irina18 [472]3 years ago
3 0

Answer:

Skunkworks

Explanation:

The term skunkworks is mostly used in business and also the technical fields to describe a group that is within an organization that has high autonomy and have tasks that requires them to work on advanced or secret projects. They are allowed to operate outside the usual processes such that they have the freedom to come up with new ideas.

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Gator Corporation manufactures several types of accessories. For the year, the gloves and mittens line had sales of $480,000, va
Ksenya-84 [330]

Answer:

The company will lose $85,000 if the product line is discontinued

Explanation:

Giving the following information:

Sales= 480,000

variable expenses= (360,000)

Contribution margin= 120,000

fixed expenses= (140,000)

Net operating income= (20,000)

If Gator eliminates the line, $35,000 of fixed costs will remain.

We need to determine the effect on income if the product line is discontinued.

Effect on income= fixed costs  - net operating income

Effect on income= -105,000 - (-20,000)

Effect on income= -85,000

The company will lose $85,000 if the product line is discontinued

8 0
3 years ago
A. True
timurjin [86]
<span>FALSE.  You must carry insurance on motorcycles as well as cars. </span>
8 0
3 years ago
Read 2 more answers
PLSS HELP --&gt;&gt; societies make decisions about who gets the goods they produce by:
ipn [44]

Answer: C

Explanation: it’s c

5 0
3 years ago
What is the percentage loss on the funds she invested if the interest payment is included in the calculation
adoni [48]

Answer with complete Question:

Barbara buys 130 shares of DEM at $33.00 a share and 190 shares of GOP at $37.00 a share. She buys on margin and the broker charges interest of 7 percent on the loan.

a. If the margin requirement is 42 percent, what is the maximum amount she can borrow? Round your answer to the nearest cent.

$ 6,565.60

(Which is equal to 58(100 - 42)% of $11,320.)

b. If she buys the stocks using the borrowed money and holds the securities for a year, how much interest must she pay? Round your answer to the nearest cent.

$  459.59 ($6,565.60 x 7%)

If after a year she sells DEM for $22.00 a share and GOP for $30.00 a share, how much did she lose on her investment? Use a minus sign to enter the amount as a negative value. Round your answer to the nearest cent.

$  2,760

What is the percentage loss on the funds she invested if the interest payment is included in the calculation? Use a minus sign to enter the amount as a negative value. Round your answer to two decimal places.

28.44 %

Explanation:

a. Data and Calculations:

DEM, 130 shares at $33.00 a share = $4,290

GOP, 190 shares at $37.00 a share =   7,030

Total value of investments = $11,320

Margin requirement = 42% of $11.320 = $4,754.40

Barbara can borrow $6,565.60 ($11,320 - $4,754.40)

1. Interest on borrowed fund (margin):

$6,565.60 x 7% = $459.59

2. Loss from Sale of:

DEM, 130 shares at $22.00 a share = $1,430 ($11 x 130)

GOP, 190 shares at $30.00 a share = $1,330 ($7 x 190)

Total loss from investments = $2,760

3. Percentage Loss, with interest included:

Interest on borrowed fund = $6,565.60 x 7% = $459.59

Total loss from investments =       $2,760.00

Total loss  = $3,219.59

Total value of investments = $11,320

Percentage Loss = $3,219.59/$11,320 * 100 = 28.44%

4 0
3 years ago
Suppose you found a CD that pays 4.9% interest compounded monthly for 4 years. If you deposit $10,000 now, how much will you hav
Katyanochek1 [597]

Answer:

=$11,580.00

Explanation:

The CD pays 4.9 percent compounded monthly for four years.

In one year, there will be 12 occasions of compounding; after four years, there would be 12 x 4 = 36 compounds.

The interest rate per year is 4.9 percent; monthly interest will be 4.9 /12, which is 0.4083 percent.

The amount in four years is the same as the future value after four years.

=FV = PV (1+r)n

Pv =$10,000

r=0.4083 %

N =36

Fv = 10,000(1+0.4083/100)36

=10,000(1+0.004083)36

=$10000 x 1.1579932

=$11,579. 932

=$11,580.00

4 0
3 years ago
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