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Alik [6]
3 years ago
8

Consider a four-year project with the following information: initial fixed asset investment = $555,000; straight-line depreciati

on to zero over the four-year life; zero salvage value; price = $37; variable costs = $25; fixed costs = $230,000; quantity sold = 79,000 units; tax rate = 24 percent. How sensitive is OCF to changes in quantity sold? (Do not round intermediate calculations and round your answer to 2 decimal places, e.g., 32.16.)
Business
1 answer:
3241004551 [841]3 years ago
4 0

Answer:

for every 1% increase in the quantity sold, OCF increases by 1.24%

for every 1% decrease in the quantity sold, OCF decreases by 1.24%

Explanation:

Consider a four-year project with the following information: initial fixed asset investment = $555,000; straight-line depreciation to zero over the four-year life; zero salvage value; price = $37; variable costs = $25; fixed costs = $230,000; quantity sold = 79,000 units; tax rate = 24 percent. How sensitive is OCF to changes in quantity sold?

initial outlay = $555,000

depreciation expense per year = $555,000 / 4 = $138,750

contribution margin per unit = $37 - $25 = $12

quantity sold = 79,000 units

tax rate = 24%

fixed costs = $230,000

OCF = {[(79,000 x $12) - $230,000 - $138,750] x (1 - 24%)} + $138,750 = $578,980

if sales increase by 10%, OCF = {[(86,900 x $12) - $230,000 - $138,750] x (1 - 24%)} + $138,750 = $651,028 ⇒ 12.44% increase

if sales decrease by 10%, OCF = {[(71,100 x $12) - $230,000 - $138,750] x (1 - 24%)} + $138,750 = $506,932 ⇒ 12.44% decrease

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A process cost accounting system is most appropriate when
mixer [17]

Answer:

When Manufacturing of a Product involves several processes.

Explanation:

When several processes are involved in manufacturing a product, costs need to be accumulated in these processing departments. Thus, A process cost accounting system is most appropriate

4 0
3 years ago
You are buying a home for $360,000. If you make a down payment of $60,000 and take out a mortgage on the rest at 8.5% compounded
MatroZZZ [7]

Answer:

$2954.22

Explanation:

We are given a present value of $360000 which needs to be paid in the future for the mortgage of a house therefore we are further told that $60000 of down payment has been made so now we are required to pay $300000 as monthly installments for the next 15 years so this is a present value annuity problem as we will have future regular periodic payments that for a house mortgage so firstly to interpret this information properly we will use the present value annuity to find the monthly payments which the formula is as follows:

Pv = Cx[(1 -(1+i)^-n)/i]  

where C is the periodic payment we are looking for.

Pv is the present value for the home which is $300000 as a down payment of $60000 was made.

i is the interest rate which is 8.5%/12 as we are told it is compounded monthly.

n is the number of periods the in which the mortgage payments are made which is 15 years X 12 months =180 payments.

now we will substitute in the above mentioned formula :

$300000 = Cx[(1-(1+8.5%/12)^-180)/(8.5%/12)] now we will divide both sides with what multiplies C in brackets to solve for C

$300000/[(1-(1+8.5%/12)^-180)/(8.5%/12)] = C

$2954.218674 = C now we round off to two decimal places

C= $2954.22 which will be the monthly payment for this mortgage for 15 years every month.

6 0
3 years ago
Rajiv Financial Services had a cash balance on March 1, 2013 of $1,002,988. Its cash receipts for the month of March totaled $2,
horsena [70]

Answer:

1234567890880643212 are the

5 0
3 years ago
A health club currently charges its 1700 clients monthly membership dues of $ 45. The board of directors decides to increase the
Sedaia [141]

Answer:

$135

Explanation:

Given:

Total clients = 1700

Membership dues = $45

Increase in monthly dues = $1

Loss of clients per dollar increase = 7 clients

Thus,

let x be the number of dollar increases

therefore,

clients lost will be 7x

so the revenue function will be

f(x) =  charges × Number of clients

or

f(x) = ( 45 + x ) × ( 1700 - 7x )

or

f(x) = 90000 - 315x + 1700x - 7x²

or

f(x) = 90000 + 1385x - 7x²

now,

for point of maxima or minima

differentiating with respect to x, we get

f'(x) = 0 + 1385 - 14x = 0

or

14x = 1385

or

x = 98.92 ≈ 98

thus,

to optimize the revenue from monthly dues the club should charge

( $45 + $90 ) = $135

5 0
3 years ago
Which trait represents the ability to find solutions and achieve goals,even with limited resources
Talja [164]

Determined

Or resourceful

6 0
3 years ago
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