Answer: 7.24%
Explanation:
From the question, we are told that:
3 years treasury securities have an interest rate = 1.92%
10 years treasury security has an interest rate = 5.62%
Let the 7 year treasury security interest in 3 years be represented by z.
Based on the expectation theory
( 1+1.92%)^3 × (1 + z%)^7 = (1 + 5.62%)^10
(1+0.0192)^3 × (1 + z%)^7 = (1 + 0.0562)^10
(1.0192)^3 (1 + z%)^7 = (1.0562)^10
1.05871(1 + z%)^7 = 1.72767
Divide both side by 1.05871
(1 + z%)^7 = 1.72767/1.05871
(1 + z%)^7= 1.6319
1 + z% = 1.6319^1/7
1 + z% = 1.6319^0.1429
1 + z% = 1.0724
z% = 1.0724 - 1
z% = 0.0724
We then convert the decimal to percentage
z = 7.24%
The market believes that 7-year Treasury securities will be yielding 7.24% in 3 years .
Answer:
c) $110,000
Explanation:
The computation of the borrowing amount is shown below:
= Value of home × given percentage - current mortgage amount
= $200,000 × 80% - $50,000
= $160,000 - $50,000
= $110,000
For computing the accurate value, we have to deduct the current mortgage amount from the net value of home.
Since only 80% is related to the home value so we take only 80% and rest 20% would be ignored.
Answer:
$59,080
Explanation:
The calculation of September cash disbursements is shown below:-
September cash disbursement = Company's budgeted fixed manufacturing overhead - Depreciation + Variable manufacturing overhead
= $43,120 - $3,640 + $7.00 × 2,800
= $43,120 - $3,640 + $19,600
= $62,720 - $3,640
= $59,080
Therefore for computing the September cash disbursement we simply applied the above formula.
Answer:
The answer is Investigating Primary Sources
Explanation:
I chose this answer because According to this problem, even though it doesnt say it, the smartest way to investigate a location you want to make a business
really you would need to see the sources for it.
Answer:
d. six or seven
Explanation:
Given that:
Daily demand for the grip = 3000 units
average waiting time = 0.20 day
processing time = 0.10 day / container
a container holds = 150 grips
percentage of policy used = 10% = 0.10
The objective of this question is to determine the amount of Kanban containers would Jewel require.
the amount of Kanban containers = Demand ( wasting time + processing time)(1+percentage policy)/ amount of container holding
the amount of Kanban containers = 3000( 0.2 + 0.1) ( 1+ 0.10)/ 150
the amount of Kanban containers = 3000 ( 0.30) (1.10)/150
the amount of Kanban containers = 990/150
the amount of Kanban containers = 6.6
SO we can infer that the amount of Kanban containers would Jewel require if a 10% policy variable is used falls within the range of six or seven.
