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Valentin [98]
3 years ago
5

DeWitt Industries has adopted the following production budget for the first 4 months of 2017. Month Units Month Units January 10

,440 March 5,190 February 8,240 April 4,120 Each unit requires 3 pounds of raw materials costing $2 per pound. On December 31, 2016, the ending raw materials inventory was 9,500 pounds. Management wants to have a raw materials inventory at the end of the month equal to 20% of next month’s production requirements. Prepare a direct materials purchases budget by month for the first quarter.
Business
1 answer:
brilliants [131]3 years ago
4 0

Answer:

DeWitt Industries

Materials Purchase Budget for the first quarter:

                                   January      February     March

Ending inventory          1,648            1,038           824

Production

requirements            31,320         24,720       15,570

Beginning inventory   9,500            1,648         1,038

Purchases (pounds)  21,820         23,072       14,532

Explanation:

a) Data and Calculations:

Production Budget

Month        Units

January    10,440

February   8,240

March        5,190

April          4,120

                               January      February     March       April

Production Units     10,440          8,240        5,190      4,120

Production

requirements        31,320        24,720       15,570   12,360

Materials Purchase Budget

                                   January      February     March       April

Ending inventory          1,648            1,038           824

Production

requirements            31,320         24,720       15,570      12,360

Beginning inventory   9,500            1,648         1,038           824

Purchases (pounds)  21,820         23,072       14,532       11,536

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Answer: Incomplete question.

the complete queston is

Use the above straight-line bond amortization table and prepare journal entries for the following.

(a) The issuance of bonds on December 31, 2020.

b) The first interest payment on June 30, 2021.

(c) The second interest payment on December 31, 2021.

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Explanation:

Semiannual Period-End Unamortized Discount Carrying Value

(0) January 1,  issuance            $13,466               $ 186,534

(1) June 30, first payment          11,782                188,218

(2) December 31, second payment 10,098             189,902

1. to record issue of bonds payable

Date  Account                         Debit             Credit

Dec 31,2020 Cash(carrying value) $ 186,534  

Discount on bonds payable              $13,466    

Bonds payable                                             $200,000

2. To record first interest payment

Date        Account                         Debit             Credit

june 30, 2021 Interest expense     $7,684

discount on bonds payable                               $1, 684

Cash                                                                $6,000

Calculation =

Cash paid towards interest every semi annual period = $200,000 X 6% X1/2 =$6,000.

interest expense = cash paid + discount on bonds payable written off.

                           = $6000 + $1, 684  = $7,684

discount on bonds payable = unamortised discount on 31 dec - unamortised discount on 30th june) ($13,466 -11,782 ==$1,684)  

3.To record second interest payment on december 31,2021.

 Date        Account                         Debit             Credit

Dec. 31 ,2021 Interest expense         $7,684  

 discount on bonds payable                                $1.684

                          Cash                                          $6,000

Calculation

discount on bonds payable = unamortised discount on 30th june - unamortised discount on 31st december 2021 =11,782-10,098 = $1.684

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The after tax cash flow from the dividend receipt will be:

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The premium would be 5%

If a portfolio had a return of 11 the risk-free asset return was 6, and the standard deviation of the portfolios excess returns was 25 the premium would be 5%

Portfolio return = 11%

Risk free rate = 6%

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Answer:

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Explanation:

<em>The Future value (FV) of an investment is the total amount (principal plus interest) that will accumulate in the future where interest is paid and compounded at a particular rate per period for a certain number of periods.</em>

This can be done using the formula below

FV = PV × (1+r)^(n)

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