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Elena-2011 [213]
3 years ago
14

The Accounts Receivable account has a beginning balance of $10,000 and the company provides services of $50,000 on account durin

g the month. The ending balance was $12,000. How much did the company receive from customers during the month?A) $50,000.B) $52,000.C) $48,000.D) $62,000.
Business
1 answer:
Marizza181 [45]3 years ago
8 0

Answer:

C) $48,000

Explanation:

The account receivables is the account used to house revenue that has been earned but yet to be received in the balance sheet. It is the holding account pending the settlement of cash for services rendered or goods sold.

As such, where the Accounts Receivable account has a beginning balance of $10,000 and the company provides services of $50,000 on account during the month. The ending balance was $12,000

Let the amount received from customers be K

$10,000 + $50,000 - K = $12,000

K = $10,000 + $50,000 - $12,000

K = $48,000

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CA5-5 WRITING (Cash Flow Analysis) The partner in charge of the Kappeler Corporation audit comes by your desk and leaves a lette
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Answer:

Explanation statement of cash flow for the year ended December 31.2017

Cash flow from operating activities

Net income                                              100,000

Add back depreciation          10,000

Add back amortization              1,000

Add back loss on asset sales   5,000

Increase in account receivable(40,000)

Increase in inventory                 (35,000)

Decrease in accounts payable (41,000)   (100,000)

Net cash from operating activities                  0

Cash flow from investing activities

Sales of land                                  25,000

Purchase of equipment                (100,000)

Purchase of Land                          (200,000)

Net cash from investing activities                     (275,000)

Cash from financing activities

Payment of dividends                    (10,000)

Redemption of bonds                    (100,000)

Bet cash from financing activities                       (110,000)

Net decrease in Cash                                         ( 385,000)    

Cash balance in January 1, 2017                         400,000

Cash balance in December 31 , 2017                    15,000

<u>Workings</u>

1)

The disparity between the net income and the cash floe are as a result loss of cash to operating activities as a result of  cash tied down to increase in receivable and inventory and also to an increase in payable leading to an overall cash generated by operating activities of 0

Moreover , a larger portion (300,000) of the opening cash balance(400,000) for the year was used in acquiring land and equipment and also 100,000 used in the redemption of bond. , even though this reduced the interest expense and improve equity , yet it was a big blow to the cash flow.

2)

The importance of cash flow is that it helps to analyse and monitor cash movement and cash available for the purpose of business activities towards liquidity and long term solvency.

3)

Renewable sources of cash flow are generated from the company's operating activities as the cash used for the financing and operating activities are generated from this medium.

4)

Suggestion to improve cash flow for Kappler are

  1. Reduce the level of inventory held
  2. Negotiate with the account payable for a longer trade payable payment period
  3. Reduce the trade receivable collection period
  4. Payment of dividends and redemption of bonds van be suspended till alter date when adequate cash is available
  5. it can also negotiate for external sources of financing

       

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The calculated value of the Z statistic to test the potential buyer's belief at the 1% significant level is -2.57512627.

The calculated Z score is slightly greater than the critical value of -2.575, the potential buyer's view that weekly store revenues are less than $7,000 stands vindicated.

Since store revenues are assumed to be normally distributed and population standard deviation is given, we can use the Z-test. The relevant test statistic is the Z-score.

We use the following formula for calculating the Z score:

Z = (X - μ) / (σ /√n)

Substituting the relevant values we get,

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