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mario62 [17]
3 years ago
6

John buys a $1,000 bond that pays 6% annual interest at 75. what is john's annual yield?

Business
1 answer:
lina2011 [118]3 years ago
5 0

To calculate the current yield of bonds.

We have the given par value of $1000, a market price of $750 and an interest rate of 6%.

Formula of current yield: 

Yield =  (interest rate * par value)/(market price) * 100%

         =  ((0.06 *  $1000)/$750) * 100%

         = ( $60/$750) * 100%

         =0.08 * 100%

         = 8%


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Refer to the information for Alfombra Inc. below.
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Answer:

<u>cost to be accounted for:</u>

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added cost        756,000

total cost         <em>   936,000</em>

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ending WIP 30,000 x 5.2           =  156,000

trasnsferred-out: 150,000 x 5.2 =  780,000

total cost accounted for           <em>      936,000</em>

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For question 2b, can anyone explain to me whether this statement is correct or. not ​
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Many automobile companies have custom options available for disabled people.
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Redwood Corporation is considering two alternative investment proposals with the following​ data: Proposal X Proposal Y Investme
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Answer:

6.1%

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Investment                                           ​$900,000      ​$488,000

Useful life                                             ​9 years           9 years

Annual net cash inflows for 9 years ​  $130,000       ​$84,000

Residual value  ​                                   ​ $42,000        $0

Depreciation method                          Straight-line   Straight-line

Required rate of return ​                       15%                 ​12%

Accounting rate of return is the ratio of average net income of a project and the average investment made in the project.

Accounting rate of return = Average Net income / Average Investment

As net cash inflows are given we need to deduct the depreciation from the cash flows to arrive at the net income for the period. As all cash flows are constant so, the average value will be equal to the single years value.

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Average Investment  = $488,000

Placing Values in the formula

Accounting rate of return = $29,778 / $488,000 = 6.1%

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