Answer:
$343,725; $200,850
Explanation:
(a) The total incremental cost of making 51,500 units is calculated as below:
Total Relevant Costs:
= Variable Cost Per Unit + Fixed Manufacturing Costs
= (Relevant Amount Per Unit × No. of units) + Fixed Manufacturing Costs
= ($5.15 × 51,500) + $78,500
= $265,225 + $78,500
= $343,725
Therefore, the total incremental cost of making 51,500 units is $343,725.
(b) The total incremental cost of buying 51,500 units is determined as below:
Total Relevant Costs = Purchase Price Per Unit × No. of units
= $3.90 × 51,500
= $200,850
Therefore, the total incremental cost of buying 51,500 units is $200,850.
(c) The company should buy the component from outside supplier as it results in a lower total incremental cost of $200,850.
Answer:
$2960 yearly savings
Explanation:
From the values given and from mathematical manipulation, he or she needs a contribution of at least $2900 every year in order to achieve his goal of $50,000.
EXPLANATION
You will need to contribute approximately $2,615.97 each year to your college fund to achieve your goal of $50,000 in 13 years, starting with $5,000 and earning 2% interest compounded annually.
To calculate how much you need to contribute every year to have $50,000 in a college fund for your daughter in 13 years with an existing $5,000 at a 2% annual interest rate, we need to use the future value of an annuity formula:
The future value of an annuity formula is FV = P × {[(1 + r)^n - 1] / r}, where:
Since you already have $5,000, we first need to find out how much this amount will grow to in 13 years at an annual interest rate of 2%. That's calculated using the compound interest formula:$5,000(1 + 0.02)^{13} = $6,727.09
Now, subtract this future value of your initial savings from the goal:$50,000 - $6,727.09 = $43,272.91
This is the amount that needs to be reached with the annual contributions. Plugging this back into the future value of an annuity formula, we solve for P:$43,272.91 = P × {[(1 + 0.02)^{13} - 1] / 0.02}We can now solve for P, which is the annual contribution required:P = $43,272.91 / {[(1 + 0.02)^{13} - 1] / 0.02} = $2,615.97
Therefore, you'd need to contribute approximately $2,615.97 each year to reach your $50,000 college fund goal in 13 years, assuming a 2% annual rate.
Answer:
Demand And Supply
Explanation:
Demand and supply are the biggest factors of buisness when demand becomes higher than supply it results in angry customers and unhappy reviews
Answer:
Part 1
under-applied overheads = $8,000
Part 2
Schedule of cost of goods manufactured for the year.
Opening Work in process $ 42,000
Add Direct Materials $393,000
Add Direct Labor $ 80,000
Add Applied Overheads $434,000
Less Ending Work In Process ( $ 72,000)
Cost of Goods Manufactured $877,000
Explanation:
The amount of underapplied or overapplied overhead cost for the year.
Applied Overheads = Predetermined overheads rate x Actual machine hours
= $20 x 21,700 machine-hours
= $434,000
Since,
actual manufacturing overhead costs = $ 426,000
and
applied manufacturing overhead = $434,000
then
under-applied overheads = $8,000 ($434,000 - $ 426,000)
Schedule of cost of goods manufactured for the year.
Opening Work in process $ 42,000
Add Direct Materials ($ 22 + $ 420 - $ 32 - $ 17) $393,000
Add Direct Labor $ 80,000
Add Applied Overheads $434,000
Less Ending Work In Process ( $ 72,000)
Cost of Goods Manufactured $877,000
Answer:
The odds of being murder victims among nob white males are 5.485 times as compared to white males.
Explanation:
See attachment for explanation.
Answer:
$145,008
Explanation:
Outstanding checks at the end of November = $68,800 + $63,002 = $131,802
Outstanding checks at the end of December = $131,802 + $94,176 - $80,970 = $145,008
Therefore, the amount of outstanding checks at the end of December is $145,008.