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mel-nik [20]
3 years ago
6

Given the following information, calculate the effective gross income multiplier: sale price: $950,000; potential gross income:

$250,000; vacancy and collection losses: 15%; and miscellaneous income: $50,000.
A. 0.36
B. 0.30
C. 2.8
D. 3.6
Business
1 answer:
Paul [167]3 years ago
6 0

Answer:

D. 3.6

Explanation:

The effective gross income multiplier (EGIM) is the ratio between the sale price (SP) and the effective growth income (EGI)

EGIM = \frac{SP}{EGI}

Sales Price (SP) = $950,000

Potential gross income (PI) = $250,000

Vacancy and collection losses (VC)= 15% = 0.15 * $250,000 = $37,500

Miscellaneous income (M) =  $50,000.

The effective growth income is given by:

EGI = PI +M - VC = \$250,000 +\$50,000 - \$37,500\\EGI = \$262,500

Thus, the effective gross income multiplier is:

EGIM = \frac{\$950,000}{\$262,500} \\EGIM = 3.6

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Answer:

C. The customer still owes $0.05

Explanation:

Four $20 bills= $ 80

Three $1 bills= $3

Six quarters = $1.50

One dime = $0.10

One nickel= $0.05

Five pennies = $0.005

Total= $84.7

7 0
3 years ago
Which business model seeks to reduce distribution expenses?
beks73 [17]

It is "cutting out the middleman", which  seeks to reduce distribution expenses.

By avoiding the middleman, i.e. offering straightforwardly to you, the maker can list that equivalent item for, say $75 which because of a broker or retailer rises to at least 100 $, which it to appear is a lot of difference to the buyer, while in the meantime giving them significantly more benefit than they'd make selling to a store.

4 0
4 years ago
Ferkil Corporation manufacturers a single product that has a selling price of $20.00 per unit. Fixed expenses total $63,000 per
pshichka [43]

Answer:

Break-even point= 11,500 units

Explanation:

Giving the following information:

Selling price= $20.00 per unit.

Fixed expenses= $63,000 per year.

Break-even point= 9,000 units to break even.

Desired profit= $17,500

First, we need to calculate the unitary variable cost:

Break-even point= fixed costs/ contribution margin

9,000= 63,000 / (20 - unitary variable cost)

9,000*20 - 9,000x= 63,000

180,000 - 63,000= 9,000x

117,000/9,000=x

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Now, we can calculate the number of units:

Break-even point= (fixed costs + desired profit) / contribution margin

Break-even point= (63,000 + 17,500) / (20 - 13)

Break-even point= 11,500 units

3 0
3 years ago
Lois has a balance of $970 on a credit card with an APR of 24.2%, compounded monthly. About how much will she save in interest o
Aleks04 [339]

Answer:

Lois will save $152.51 when she wil transfer her balance.

Explanation:

Amount to be paid in 1 year for original credit card is given as

P_1^{'}=P*(1+r_1)^t

Here P^{'}_1 is the amount to be paid after P is the balance which is 970, r_1 is the APR for first credit card which is 24.2% and t is compounding frequency which is 12 so

P_1^{'}=P*(1+r_1)^t\\P_1^{'}=970*(1+\dfrac{24.2}{12}\%)^{12}\\P_1^{'}=970*(1.0207)^{12}\\P_1^{'}=970*1.2707\\P_1^{'}=\$1232.61

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P_2^{'}=P*(1+r_2)^t\\P_2^{'}=970*(1+\dfrac{10.8}{12}\%)^{12}\\P_2^{'}=970*(1.108)^{12}\\P_2^{'}=970*1.1135\\P_2^{'}=\$1080.10

The differnce of the two values is calculated as

P_1'-P_2'=1232.61-1080.10\\Difference=\$ 152.51

The difference is $152.51 which she could save.

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3 years ago
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The higher the taxpayer's after-tax rate of return because deferring the distribution decrease the present value of the taxes paid on the distribution.

The required details about tax rate is mentioned below.

The tax rate in a tax system is the ratio (typically represented as a percentage) at which a business or individual gets taxed. A tax rate can be presented in numerous ways: statutory, average, marginal, and effective. These rates can also be provided using two types of tax base definitions: inclusive and exclusive.

A sales tax may have a flat statutory rate while an income tax may have numerous statutory rates for different income levels.

The statutory tax rate is always higher than the effective tax rate because it is expressed as a percentage.

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To learn more about tax rate from the given link:

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