Answer:
A. W = 0joule
B.W = d * w * cos (90 -ø)
Explanation:
work done is force multiplied by distance since the distance covered by the dresser is zero so automatically work done in moving the dresser is 0 (zero)
B. The component of weight of box along the inclined plane = w * cos ( 90 - ø )
Where ø is the angle of inclination to the horizontal
W = weight of body due to gravity.
Since the distance traveled by box due to gravity = d
So therefore:
W = d * w * cos (90 -ø)
W = work done
N.b
See attached sketch for comprehension
<u>Answer:</u>
<em>The correct answer is 84700</em>
<u>Explanation:</u>
The Recruitment cost of the Baldwin's workforce can be calculated as follows. Total employee last year = 434+67= 501 Number of employees this year = 501*(1+10%) = 551 Increase in employee = 50 Amount spend on recruitment = 50*1694 = 84700 For every item, if your calendars are not exactly or equivalent to the first Shift Capacity, your labourers might be utilized on a first Shift.
Specialists are relegated to second move simply after the generation plan can't be met on first move. The level of specialists that left the organization a year ago, barring scaling back.
Answer:
TurnBull's Weighted Average cost of capital is higher by 1.07% if the used common Equity to raised the capital.
Explanation:
First, using the WACC formula and using Retained earnings cost of Capital. we get the following outcome.
WACC = Debt W x after tax cost of Debt + Preferred Stock weight x Cost of capital + Equity W x Cost of Capital
WACC = 45% x 8.33% + 4% x 12.20% + 51% x 14.70% =
WACC = 3.75% + 0.49% + 7.50% = 11.73%
Second, using the WACC formula and using common equity cost of Capital. we get the following outcome.
WACC = Debt W x after tax cost of Debt + Preferred Stock weight x Cost of capital + Equity W x Cost of Capital
WACC = 45% x 8.33% + 4% x 12.20% + 51% x 16.80% =
WACC = 3.75% + 0.49% + 8.57% = 12.80%
Increase Cost using common equity over Retained earnings is (12.80% - 11.73% ) = 1.07%
Answer:
the answer is =32291.67.
The firm should take the advantage of the new quantity as the total cost is lesser as compared with the old supplier. the firm can save $340 by approximately taking the advantage of the new quantity discount.
Explanation:
Solution
Given that:
The Annual demand D = 5000 boxes
The Cost C = $6.4 per each box
The Carrying cost H = 25% of the unit cost = 0.25*6.4 = 1.6
The ordering costs S = $25.00
Now,
EOQ =√2DS/H
EOQ =√(2*5000 * 25)/1.6
Thus,
EOQ =Q = 395.28
The Total cost = DC + (Q/2)H + (D/Q)S
= 5000*6.4 + (395.28 /2) 1.6 + (5000/395.28)25
Then,
T = 32000 + 316.23 + 316.23
= 32632.46
So,
The new supplier has offered to sell the same item for the amount of $6.00 if Q = 3,000 boxes
Hence,
The total cost = 5000 * 6 + (3000/2)1.5 + (5000/3000)25
= 30000 + 2250 + 41.67
= 32291.67
Therefore, The firm should take the advantage of the new quantity as the total cost is lesser as compared with the old supplier. the firm can save $340 by approximately taking the advantage of the new quantity discount.
