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attashe74 [19]
3 years ago
7

The balance in Accounts Receivable at the beginning of the year amounted to $16,000. During the year, $64,000 of credit sales we

re made to customers. If the ending balance in Accounts Receivable amounted to $10,000, and uncollectible accounts expense amounted to $4,000, what is the amount of cash inflow from customers that would appear in the operating activities section of the cash flow statement
Business
2 answers:
poizon [28]3 years ago
8 0

Answer: $70,000

Explanation:

Accounts Receivable at the beginning of the year amounted to $16,000

During the year, $64,000 of credit sales were made to customers.

ending balance in Accounts Receivable amounted to $10,000, and uncollectible accounts expense amounted to $4,000,

The Amount to appear in the operating activities section of the cash flow statement is

$16,000+$64,000-$10,000= $70,000

anzhelika [568]3 years ago
8 0

Answer:

$74,000

Explanation:

Accounts Receivable can be seen in Balance Sheet date as a current asset which is being measured at Net Realizable Value. Accounts Receivable has a normal debit balance.

Beginning Account receivable $16,000

Add credit sales $64,000

Less Account Receivable net of Allowance

($10,000-$4,000) $6,000

Cash collection $74,000

Therefore the amount of cash inflow from customers that would appear in the operating activities section of the cash flow statement is $74,000

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You are considering a new product launch. The project will cost $1,006,000, have a four-year life, and have no salvage value; de
Serjik [45]

Answer:

A) In Best Case: revenues rise by 10% while costs decline by 10%. In the worst case, profits are declining by 10%, while costs are rising by 10%.

Scenario   Unit sales         Variable costs Fixed costs

  Base      360                   $16,300          $334,000

  Best        396                    $14,670           $300,600

  Worst      324                    $17,930           $367,400

b), c) Using the tax shield approach, the OCF and NPV for the base case estimate is:

OCF(base) = [($19,800 – 16,300)(360) – 334,000](0.60) + 0.40(1,006,000/4)

OCF(base)= $656,200

NPV(base) = –$1,006,000 + $656,200(PVIFA14%,4)

NPV(base) = $905,978.01

OCF(worst) = [($19,800 – 17,930)(324) – 367,400](0.60) + 0.40(1,006,000/4)

OCF(worst)= $243,688

NPV(worst) = –$1,006,000 + $243,688(PVIFA14%,4)

NPV(worst) = $ (295,963.28)

OCF(best) = [($19,800 – 14,670)(396) – 300,600](0.60) + 0.40(1,006,000/4)

OCF(best)= $1,139,128

NPV(best) = –$1,006,000 + $1,139,128(PVIFA14%,4)

NPV(best) = $2,313,091.27

d) OCF and NPV with Fixed Costs 344,000

OCF(base) = [($19,800 – 16,300)(360) – 344,000](0.60) + 0.40(1,006,000/4)

OCF(base)= $650,200

NPV(base) = –$1,006,000 + $650,200(PVIFA14%,4)

NPV(base) = $888,295.74

e) (Change in NPV in Case d wrt Case c)/Change in FC,

(888,295.74 - 905,978.01)/(10,000) = -1.75

8 0
3 years ago
Stella is currently spending all of her weekly income purchasing the two goods that she likes cookies and milk. She is currently
Ivan

Answer:

Stella should consume less of milk and more of cookies to maximize total utility.

Explanation:

The price of cookies is ​$9​, and the price of milk is ​$3.

Stella consumes 10 cookies and 5 cartons of milk.

The marginal utility of 10th cookie is 50 utils and the marginal utility of 5th carton of milk is 25 utils.

Her total utility will be maximized if the ratio of marginal utility and price will be equal for both cookies and milk.

Ratio for cookies

= \frac{MUx}{Px}

= \frac{50}{9}

= 5.55

Ratio for milk

= \frac{MUy}{Py}

= \frac{25}{3}

= 8.33

Since the ratio is higher for milk, it means that Stella should consume less of milk and more of cookies to maximize total utility.

8 0
2 years ago
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