Total needed
Sales 23,000− BI 15,000=8,000
Units should be produced
8,000+ EI 18,000=26,000
Answer:
The answer is: $100,000
Explanation:
Under LIFO (last in, first out) costing method, we use the oldest costs are used to determine the ending inventory:
We were given the following data:
- Jan. 1: 8,000 purchased at $11 per unit
- June 19: 13,000 purchased at $12 per unit
- Nov. 8: 5,000 purchased at $13 per unit
If the ending inventory had 9,000 units, then its total cost is:
Ending inventory = (8,000 units x $11 per unit) + (1,000 units x $12 per unit)
Ending inventory = $88,000 + $12,000 = $100,000
Answer:
Bond Price = $580.2640476 rounded off to $580.26
Explanation:
A zero coupon bond is a kind of bond that does not pay interest to the bond holder like other bonds. Instead it is offered at a discount price and pays the par value at maturity. The discount price is calculated using a certain rate which can also be called the implied interest rate on this zero coupon bond. The formula to calculate the price of the zero coupon bond is,
Bond Price = Par Value / (1 + r)^t
Where,
- r is the interest rate or the discount rate
- t is the number of periods to maturity
Bond Price = 1000 / (1+0.115)^5
Bond Price = $580.2640476 rounded off to $580.26
Answer:
Many factors determine the demand elasticity for a product, including price levels, the type of product or service, income levels, and the availability of any potential substitutes. High-priced products often are highly elastic because, if prices fall, consumers are likely to buy at a lower price.
Explanation: