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alina1380
1 month ago
12

Costs associated with the manufacture of miniature high-sensitivity piezoresistive pressure transducers is, $73,000 per year. A

clever industrial engineer found that by spending $16,000 now to reconfigure the production line and reprogram two of the robotic arms, the cost will go down to $58,000 next year and $52,000 in years 2 through 5. Using an interest rate of 10% per year, determine the present worth of the savings due to the reconfiguration. (Hint: Include the reconfiguration cost.)
Business
1 answer:
stepan [3.5K]1 month ago
3 0

Answer:

$58,149

Explanation:

To find the present value of the savings

Initially, we need to compute the Present worth before

Present worth before= 73,000(P/A,10%,5)

Present worth before= 73,000(3.7908)

Present worth before= $276,728

Next, we will determine the Present worth after

Present worth after= 16,000 + 58,000(P/F,10%,1) + 52,000(P/A,10%,4)(P/F,10%,1)

Present worth after= 16,000 + 58,000(0.9091) + 52,000(3.1699)(0.9091)

Present worth after=16,000+52,728+149,851

Present worth after= $218,579

The final step is to compute the Present worth of savings using this formula

Present worth of savings=Present worth before-Present worth after

Substituting into the formula

Present worth of savings = 276,728–218,579

Present worth of savings= $58,149

Thus, the present worth of the savings amounts to $58,149

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Washington inc. issued $705,000 of 6%, 20-year bonds at 98 on January 1, 2009. Through January 1, 2017, Washington amortized $8,
soldi70 [3635]

Response:

$20,000

Clarification:

At the issuance of the bond, the bond discount is calculated as follows:

= Value of Bonds issued -  [(Value of Bonds issued ÷ 100) × Issue price]

= 705,000 - [($705,000 ÷ 100) × 98]

= $705,000 - $690,900

= $14,100

Bond Payable equals $705,000

The unamortized bond discount is calculated as:

= Bond discount at issuance - Amortized amount

= $14,100 - $8,200

= $5,900

Redemption Value of Bond is determined by:

= Retired price of bonds × 7,050

= 102 × 7,050

= $719,100

Loss on retirement of the Bond is calculated as:

= Redemption Value of Bond - (Value of Bonds issued -  Unamortized bond discount)

= 719,100 - (705,000 - 5,900)

= 719,100 - 699,100

= $20,000

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2 months ago
Jane Hastings recently joined her first job as a communication executive and is working on creating press releases for an upcomi
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d. high negative affect. Negative affectivity refers to a widespread personality trait characterized by a consistent tendency to feel negative emotions. Individuals with high levels of negative affectivity are notably resistant to experiencing negative moods over time and regardless of circumstances. In Jane's situation, despite beginning her new role, she is overwhelmed by negative feelings tied to the campaign.
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1 month ago
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Harold Corporation manufactures and sells a single product. The company uses units as the measure of activity in its budgets and
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The activity variance totals $20 U. Given the following data: budgeted in March = 7,900 units, actual activity level = 7860 units, revenue = $297,318, direct labor = $59,962, direct materials = $135,850, manufacturing overhead = $51,370, selling and administrative expenses = $31,950. To determine the budgeted selling and administrative expense, the variable expense is calculated as 0.5 × 7900 = $3,950, while the fixed expense remains at $27,400. Hence, total budgeted selling and administrative expenses computes to $31,350. For the flexible budget, the variable expense adjusts to 0.5 × 7860 = $3,930. Therefore, the total flexible budget for selling and administrative cost becomes $31,330. Activity variance, computed as (31350 - 31330), equals $20 U, indicating that actual performance fell below budgeted expectations, with the difference rooted solely in variations between the budgeted and actual activity levels.
7 0
1 month ago
An investment of $210 produces a perpetual stream of cash inflows. Next year, the cash inflow will be $10.50, and the cash inflo
soldi70 [3635]

Answer:

The internal rate of return for this investment stands at 10%.

Explanation:

This rate represents the discount rate at which the present value of the continuous cash inflows matches the initial investment amount of $210.

We utilize the formula for deriving the present value of a growing perpetuity to ascertain the internal rate of return, referred to as X in the equation below:

10.5/ ( X - 5%) = 210 <=> X - 5% = 10.5 / 210 = 5% <=> X = 5% + 5% = 10%.

Thus, the internal rate of return for this investment is 10%.

8 0
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