Answer:
d. -$4,300.00
Explanation:
Calculation for What is your current profit or loss on this investment
Using this formula
Current profit or loss = Contract size*(Current price quote-Quoted price )
Let plug in the formula
Current profit or loss = 100 *($1,405.5-$1,448.5)
Current profit or loss = 100 *-$43
Current loss = -$4,300.00
Therefore your current loss on this investment will be -$4,300.00
Answer:
LIFO Periodic method
Explanation:
The LIFO means Last In First Out this means that item that have been stocked today would be sold first although there’s still some inventory from previous periods.
Using LIFO would result in lower ending inventory because closing inventory would be valued at low price which they had been bought assuming that there’s now a hick in price and goods in the warehouse were stocked when prices were low.
LIFO is used for the manipulation of profit.
Answer: Interest earned by the account.
Explanation: When a bank debits an account money is been removed from the account. This can either be as a result of: the account owner withdrawing from the account, a cheque paid to another person, bank service charges.
While when a bank credits an account money is added to the account. It can occur as a result of : money paid into an account, bank interest paid on accounts.
Therefore interest earned on an account is credited to the account holder.
Answer:
the store rent that should be allocated in department 3 is $100000
Explanation:
if we assume that we charge the rent per square feet occupied, then we can say
department rent = charge per square feet* number of square feets
r = k*sf
also if
total rent = rent department 1 + rent department 2 + rent department 3
r total = r1 + r2 + r3 = k*sf1 + k*sf2 + k*sf3 = k*( sf1 + sf2 + sf3)
k= r total / ( sf1 + sf2 + sf3)
replacing values
k = $200000/(15000 sq.ft + 10000 sq.ft +25000 sq.ft ) = $ 4 per sq.ft
thus for department 3
r3 = k* sf3= $ 4 per sq.ft * 25000 sq.ft = $100000
rent department 3 = $100000
Products whose demand rises when another product's price increases are called: Substitute goods
