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Darya [45]
3 years ago
11

Payback Period Payson Manufacturing is considering an investment in a new automated manufacturing system. The new system require

s an investment of $1,200,000 and either has: Even cash flows of $300,000 per year or The following expected annual cash flows: $150,000, $150,000, $400,000, $400,000, and $100,000. Required: Calculate the payback period for each case. a. years b. years
Business
2 answers:
MrRissso [65]3 years ago
3 0

Answer:

a. 4 years

b. 5 years

Explanation:

The payback period is the time taken for the cash inflows from an investment to equal to the initial cash outflow or amount invested. To get this, the cash inflow are deducted from the outflows until the net is zero.

Considering both expected cash flows (all amounts in $);

Period    Initial out flow   Inflow         Balance         Inflow         Balance

Year 0    (1,200,000)              0          (1,200,000)       0            (1,200,000)      

Year 1                             300,000       (900,000)    150,000     (1,050,000)

Year 2                            300,000       (600,000)    150,000     (1,050,000)

Year 3                            300,000       (300,000)    400,000     (1,050,000)  

Year 4                            300,000               0           400,000     (1,050,000)  

Year 5                                                                        100,000     (1,050,000)

From the table above, with an inflow of $300,000 yearly, the inflows would equal the total outflow in 4 years while the annual cash flows: $150,000, $150,000, $400,000, $400,000, and $100,000 would make the inflows equal to the outflows in 5 years.

Anna11 [10]3 years ago
3 0

Answer:

a)The payback period = 4 years

b)The payback period = 5 years

Explanation:

<em>The payback period is the estimated length of time in years it takes </em>

<em>the net cash inflow from a project to equate  and recoup the net cash the initial cost</em>

a) Even cash flow

Where a project is expected to generate a series of equal annual net cash inflow, the payback period can be calculated as:

The initial invest /Net cash inflow per year

So the payback period for project X

= $1,200,000/$300,000

= 4 years

b) Uneven cash flow

With the streams of uneven cash flows, at the end of year 5, the project would have recouped

=150,000 + $150,000+ $400,000+ $400,000 + 100,000

= 1,200,000.00

The payback period = 5 years

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5 0
2 years ago
Assume that MTA Sandwiches sells sandwiches for $7.20 each. The cost of each sandwich follows. Materials $ 2.70 Labor 0.90 Varia
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Answer:

MTA Sandwiches

a. A Schedule:

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Total contribution       $540                   $18,900                $19,440

Fixed overhead              0                        10,800                  10,800

Profit                           $540                     $8,100                  $8,640

Profits increased by $540 with the special order.

b. The lowest price per sandwich at which this special order  of 400 sandwiches can be filled without reducing MTA's profits is $4.05.  This is equal to the unit variable cost.  At this price, neither profit will be generated nor loss incurred from the special order.

Explanation:

a) Data and Calculations:

Cost of each sandwich:

Materials                             $ 2.70

Labor                                     0.90

Variable overhead                0.45

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($10,800 per month,

6,000 units per month)       1.80

Total costs per sandwich $ 5.85

b) Computation of total profit for special order and regular production:

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Selling price =                           $5.40         7.20

Variable (Relevant) cost:

Materials                   $ 2.70

Labor                           0.90

Variable overhead      0.45      $4.05        $4.05

Contribution per unit                $1.35         $3.15

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Profit                                                                                                  $8,640

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A corporation had a change in net working capital of $40,000 this year. At the end of the year the balance sheet showed $150,000
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Answer:

\large\boxed{\large\boxed{\$ 110,000}}

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          x=\$ 40,000-\$ 30,000+\$ 100,000=\$ 110,000

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Answer:

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LIFO stands for Last in First out. Meaning the last stock to be received should be the first to be issued to production.

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Costs of sales 1,430

Gross profit $1,520

Gross Profit % = $1,520 / $2,950

= 52% (c)

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