To predict the total costs for 3,000 birdcages:
Use the average cost per unit of $18.00 and multiply it by 3,000.
($18)(3,000)= $54,000
$54,000 is the predicted total costs of 3,000 birdcages.
Answer:
Each should be used as follows:
Weight of peppermints = X = 25 lb
Weight of Chocolates = Y = 15 lb
Explanation:
Suppose
Weight of peppermints = X
Weight of Chocolates = Y
So According to given condition
X + Y = 40 (Eq. 1)
1.2X + 2.4Y = 1.65*40
1.2X + 2.4Y = 66 (Eq. 2)
By multiplying (Eq. 1) with 1.2 we get
1.2X + 1.2Y = 48 (Eq. 3)
Now by subtracting (Eq. 2) from (Eq. 3)
(1.2X + 1.2Y) - (1.2X + 2.4Y) = 48 - 66
1.2X + 1.2Y - 1.2X - 2.4Y = -18
1.2X - 1.2X + 1.2Y - 2.4Y = -18 (Rearrange)
-1.2Y = -18
1.2Y = 18
Y = 18/1.2
Y = 15
By placing value of Y in (Eq. 1)
X + 15 = 40
X = 40 - 15
X = 25
<u>Check</u>
1.2X + 2.4Y = 66
1.2 (25) + 2.4 (15) = 66
66 = 66
Answer:
The EOQ is 353 units
Explanation:
The economic order quantity or EOQ is the quantoty that minimized the holding and ordering cost for invetory.
The formula for EOQ is,
EOQ = √(2*D*O) / H
Where,
- D is the annual demand in units
- O is the ordering cost per order
- H is the holding cost per unit per annum
The annual demand of oil filters by Sam is,
Annual demand = 52 * 150 = 7800 filters
The EOQ for Sam Auto Shop is,
EOQ = √(2*7800*16) / 2
EOQ = 353.27 Units rounded off to 353 units
Answer:
Total yield or rate of return is 0.36 or 36%
Explanation:
To calculate rate of return which is also the total yield on the stock, we will use the following formula,
Total Yield = (D + C) / P0
Where,
- D represents dividends paid by the stock during the year
- C is the capital appreciation(pr depreciation) or rise(or fall) in the price of the stock as compared to the purchase price
- P0 is the purchase price or price in Year 0
Total dividends for the year = 1.5 * 4 = $6
C = 130 - 100 = $30
Total Yield = (6 + 30) / 100
Total yield = 0.36 or 36%
Answer:
a. Salary for the second year:
Salary is to increase by 4% in second year.
= 53,000 * (1 + 4%)
= $55,120
b. Third year salary:
Second year salary will increase by 5.5%
= 55,120 * (1 + 5.5%)
= $58,151.60
c. Fourth year salary:
Third year salary to increase by 11.1%
= 58,151.60 * (1 + 11.1%)
= $64,606.43
