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Ber [7]
3 years ago
7

Company utilizes the LIFO retail inventory method. Its cost-to-retail percentage is 60% based on beginning inventory and 64% bas

ed on current-period purchases. The company determined that during the current period a new layer was added with retail value of $50,000. The new layer at cost should be_________.
Business
1 answer:
djyliett [7]3 years ago
6 0

Answer:

new layer at cost = $32000

Explanation:

given data

cost-to-retail percentage  

beginning inventory = 60%

current period purchases = $50,000

retail value = $50,000

solution

we get her new layer at cost that should be here as

new layer at cost = retail value × current period purchases    ......................1

put here value ans we will get

new layer at cost = $50,000 × 64%

new layer at cost = $32000

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a. PV        =  $10,299.02

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c. PV        =   $14,797.46

d. PV        =   $24,794.88

Explanation:

To solve this question, we use present value formula

           PV          =  C/(1+r)^n

Where PV          = Present value of a lump sum

              C         = Future amount to be discounted

               r          = Interest rate

               n         = Number of years

             

a.            PV        =  C/(1+r)^n

               C         = $25,500

               r          = 12%

               n         =  8

             PV        = $25,500 /(1+12%)^8

             PV        = $25,500 /(1+0.12)^8

             PV        = $25,500 /(1.12)^8

             PV        = $25,500 /2.475963176

              PV        = $10,299.02231

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b.            PV        = C/(1+r)^n

               C         = $58,000

               r          =  4%

               n         =  12

             PV        =  $58,000 /(1+4%)^12

             PV        =  $58,000 /(1+0.04)^12

             PV        =  $58,000 /(1.04)^12

             PV        =   $58,000 /1.601032219

              PV        =  $36,226.62888

              PV        =  $36,226.63

c.            PV        = C/(1+r)^n

               C         = $25,000

               r          =  6%

               n         =  9

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             PV        =  $25,000 /(1+0.06)^9

             PV        =  $25,000 /(1.06)^9

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              PV        = $14,797.46159

              PV        = $14,797.46

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               C         = $35,000

               r          =  9%

               n         =  4

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             PV        =  $35,000 /(1+0.09)^4

             PV        =  $35,000 /(1.09)^4

             PV        =  $35,000 /1.41158161

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Explanation:

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Here, we have to find the last year net sales for Lang company.

∴ Net sales= sales\ revenue- (sales\ returns\ and\ allowances + sales\ discount)

⇒ Net sales = 12520000-(270000 + 75000) = 12520000 - 345000

∴Net sales= \$ 12175000

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