Answer:
the answer is insurance, jobs, rentals on edgy
Answer:
Explanation:
a. The computation of the economic order quantity is shown below:
= 
where,
Carrying cost = $20 × 15% = 3
And, the annual demand = 450 bicycles × 12 months × 2 tyres = 10,800
And, the ordering cost is $50
Now put these values to the above formula
So, the value would equal to
= 
= 600 tires
b. The number of orders would be equal to
= Annual demand ÷ economic order quantity
= $10,800 ÷ 600 tires
= 18 orders
c. The average annual ordering cost would equal to
= Number of orders × ordering cost
= 18 orders × $50
= $900
Answer:
$70,000 overapplied
Explanation:
Raymond manufacturing expected job No 59 to cost $600,000 of overhead , $1,000,000 materials and $400,000 labour
The actual production cost is $590,000
$1,140,000 worth of materials were used and $440,000 labour cost
The first step is to calculate the overhead rate
= expected overhead /expected cost of labor
= $600,000/$400,000
= 1.5
The overhead applied can be calculated as follows
= overhead rate× real cost of labor
= 1.5 × $440,000
= $660,000
Therefore the over applied or underapplied can be calculated as follows
= $660,000-$590,000
= $70,000
Hence the overapplied is $70,000
Answer:
SCENERIO 1=BOND
SCENERIO 2=LOAN
SCENERIO 3=STOCK
SCENERIO 4=SECURITIES WHICH ARE GUARANTEED BY LOANS
SCENERIO 5=LOAN
Explanation:
Bond is a type of loan or a financial instrument through which large corporations or Government Institutions borrow money from the public with the aim of paying with a fixed interest rate in a given period.
A Loan is amount requested by an organisation from a financial institution with the aim of paying back with some percentage of interest over a given period of time.
Stocks are also known as shares which forms parts of a particular Company sold to the public with the aim of raising capital, SHARES OR STOCK HOLDERS HAVE CERTAIN RIGHTS TO DIVIDEND AND VOTING TO REPLACE BIARD NENBERS ETC WHEN THE NEED ARISE IN THE ORGANISATION.
22,938 is what he should pay for the annuity.
Given;
Pv = 5000
r = 4.5
n = 5
Formula of Annuity payment is; P = r(PV) / 1 - (1 + r)^-n
= 5000 * 0.045 / 1 - (1+0.045)^-5
= 22,938
Just follow the formula of the annuity payment and you can get the final answer you are looking for. The answer in this question is $22,938
