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Mariana [72]
2 years ago
3

Clint prepares and sells trail mix at his store. this week, he uses 3/8 of his supply of raisins to make regular trail mix and 1

/4 of his supply to make spicy trail mix.if clint uses 20 pounds of raisins this week, how many pounds of raisins did he have at the beginning of the week?
Business
1 answer:
jasenka [17]2 years ago
4 0
<span>To find the total amount of raisins that Clint had to begin the week, first add the two amounts that he used together by setting both as common denominators (in this case, eighths). (3/8 + 2/8) is (5/8). Second, set this value as an equivalent ratio to the amount of raisins that Clint has now to the amount he began the week with. (5/8 = 20/x). Since we see that 5 is four times less than 20, we know that 8 is four times less than the amount of raisins at the beginning of the week, which would then be 32 pounds.</span>
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Gerber Products Company brands its baby food and is an example of a resource that is potentially inimitable, making it difficult
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A recent income statement of McClennon Corporation reported the following data:
arsen [322]

Answer:

The correct answer is option b.

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The number of units of output sold is 8,000 .

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The variable costs are $6,000,000 .

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The price of the product

= \frac{Sales\ Revenue}{Q}

= \frac{9,600,000}{8,000}

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= \frac{TVC}{Q}

= \frac{6,000,000}{8,000}

= $750

Profit =  TR - TC

Profit = Price\ \times\ Q - (AVC\ \times\ Q )\ +\ TFC)

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$3,870,000 = $450Q

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7 0
2 years ago
Suppose taxpayers are given a one-time only rebate on previous taxes paid. If consumers spend all of their tax rebate checks, wh
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Assume the current Treasury yield curve shows that the spot rates for six​ months, one​ year, and one and a half years are 1 %1%
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Answer:

present value of bond = $1042.96

Explanation:

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price = $1000

coupon bond = 4.25%

time = 6 month

solution

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we get here present value of 6 month and 1 year and 1 and half  year

present value  =   \frac{coupon\ payment }{(1+\frac{spot \ rate}{2})^t}     ..............1

present value of 6 month = \frac{21.25}{(1+\frac{0.1}{2})^1}    = 20.23

present value of 1 year = \frac{21.25}{(1+\frac{0.011}{2})^2}   = 21.01  

present value of 1 year and half year = \frac{21.25}{(1+\frac{0.013}{2})^2}   =  20.97

and

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present value of par value in 1 and half year = \frac{par\ value}{(1+\frac{spot rate}{2})^3}  

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present value of bond will be as

present value of bond = 20.23 + 21.01 + 20.97 + 980.75

present value of bond = $1042.96

5 0
2 years ago
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