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kari74 [83]
2 years ago
12

Moorcroft Company’s budgeted sales and direct materials purchases are as follows:

Business
1 answer:
Rama09 [41]2 years ago
7 0

Answer:

a) Month        Sales

April           $300,000

May            $320,000

June           $370,000

Schedule of expected collections

For the month of June, 202x

Cash sales during June = $370,000 x 40% = $148,000

Collection from June's credit sales = $222,000 x 30% = $66,600

Collection from May's credit sales = $192,000 x 40% = $76,800

Collection from April's credit sales = $180,000 x 26% = $46,800

Total cash collections during June = $338,200

b) Month        DM purchases

April           $45,000

May            $54,000

June           $60,000

Schedule of expected cash payments for direct materials purchases

For the month of June, 202x

Cash purchases during June = $60,000 x 50% = $30,000

Cash payments for May's purchases = $27,000 x 40% = $10,800

Cash payments for April's purchases = $22,500 x 60% = $13,500

Total cash payments during June = $54,300

c) Month        Sales

April           $299,000

May            $337,000

June           $387,000

Schedule of expected collections

For the month of June, 202x

Cash sales during June = $370,000 x 40% = $148,000

Collection from June's credit sales = $222,000 x 30% = $66,600

Collection from May's credit sales = $192,000 x 50% = $96,000

Collection from April's credit sales = $180,000 x 18% = $32,400

Total cash collections during June = $343,000

It would be worth to pay the collector since the 2% reduction in uncollectible accounts is worth much more than the $1,000 that he/she earns.

d) Month        DM purchases

April           $45,000

May            $54,000

June           $60,000

Schedule of expected cash payments for direct materials purchases

For the month of June, 202x

Cash purchases during June = $60,000 x 40% = $24,000

Cash payments for May's purchases = $32,400 x 40% = $12,960

Cash payments for April's purchases = $27,000 x 60% = $16,200

Total cash payments during June = $53,160

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Answer:

a) $639,610.76

b) $422,923.12

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Explanation:

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To calculate this, we make us of the formula for calculating the present value of an ordinary annuity as follows:

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Substitute the values into equation (1) to have:

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Therefore, she must make a deposit of approximately $639,610.76 today.

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d) Now, if you decide to drop out of school today and not make any of the withdrawal, but instead keep your aunt’s money, that she deposited today, in the account that is earning 4.00%, how much would you have at the end of 8 years?

Note: See Part B in the attached excel file for the calculation of this.

The answer is the ending balance in Year 8 and it can be seen that this is $875,351.49.

The amount is that large because zero amount is withdrawn each year while the account kept on earning interest yearly on the ending balance.

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Answer:

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This is the sum of shoe boxes and shoes = 1,000 + 250,000 = 251,000

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