High School

Calculate the operating working capital for both years. Decide whether the change in operating working capital (OWC) between the two years represents a cash inflow or outflow for the company.

| | Year 1 | Year 2 |
|--------------------|--------|--------|
| Cash and equivalents | 1,965.0 | 1,987.2 |
| Accounts receivable | 4,990.7 | 4,537.0 |
| Prepaid expenses | 425.7 | 387.0 |
| Current deferred tax asset | 380.6 | 346.4 |
| Deposits to suppliers | 257.4 | 234.0 |
| Other current assets | 101.2 | 92.1 |
| Accounts payable | 3,768.6 | 3,426.0 |
| Deferred revenue | 1,051.6 | 1,002.7 |
| Current deferred tax liability | 322.3 | 293.0 |

Select one:
a. 138.3 cash inflow
b. 116.1 cash outflow
c. 138.3 cash outflow
d. 116.1 cash inflow

Answer :

Final answer:

The operating working capital for Year 1 is $2,978.1 and for Year 2 is $2,862.0. The change in operating working capital between the two years represents a cash outflow of $116.1 to the company.

Explanation:

To calculate the operating working capital for both years, we need to subtract the total current liabilities from the total current assets for each year.

Year 1:

Total current assets for Year 1: $1,965.0 + $4,990.7 + $425.7 + $380.6 + $257.4 + $101.2 = $8,120.6

Total current liabilities for Year 1: $3,768.6 + $1,051.6 + $322.3 = $5,142.5

Operating working capital for Year 1: $8,120.6 - $5,142.5 = $2,978.1

Year 2:

Total current assets for Year 2: $1,987.2 + $4,537.0 + $387.0 + $346.4 + $234.0 + $92.1 = $7,583.7

Total current liabilities for Year 2: $3,426.0 + $1,002.7 + $293.0 = $4,721.7

Operating working capital for Year 2: $7,583.7 - $4,721.7 = $2,862.0

The change in operating working capital between the two years is calculated by subtracting the operating working capital for Year 1 from the operating working capital for Year 2: $2,862.0 - $2,978.1 = -$116.1

Since the change in operating working capital is negative (-$116.1), it represents a cash outflow to the company.

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