Question: Compute net cash provided by operating activites under the direct method. If possible please show all steps I am quite confused. TIA. COMPARATIVE BALANCE SHEET


COMPARATIVE BALANCE SHEET ACCOUNTS AS OF DECEMBER 31 \begin{tabular}{|c|c|c|} \hline Deblif Balances & 2020 & 2019 \\ \hline Cash & $69,300 & $51,100 \\ \hline Accounts Receivable & 155,400 & 130,600 \\ \hline Inventory & 75,400 & 60,800 \\ \hline Debt investments (available-for-sale) & 54,600 & 85,700 \\ \hline Equipment & 69,800 & 48,100 \\ \hline Buildings & 146,300 & 146,300 \\ \hline Land & 39,800 & 25,300 \\ \hline Totals & $610,600 & $547,900 \\ \hline \end{tabular} \begin{tabular}{lrr|} \hline Credit Balances \\ Allowance for Doubtful Accounts & $9,900 & $7,900 \\ Accumulated Depreciation-Equipment & 20,900 & 13,900 \\ Accumulated Depreciation-Buildings & 36,800 & 27,800 \\ Accounts Payable & 65,800 & 60,200 \\ Income Taxes Payable & 12,000 & 9,900 \\ Long-Term Notes Payable & 62,000 & 70,000 \\ Common Stock & 310,000 & 260,000 \\ Retained Earnings & 93,200 & 98,200 \\ Totals & $610,600 & $547,900 \\ \hline \end{tabular} 1. Equipment that cost $10,000 and was 60% depreciated was sold in 2020 . 2. Cash dividends were declared and paid during the year. 3. Common stock was issued in exchange for land. 4. Investments that cost $34,900 were sold during the year. 5. There were no write-offs of uncollectible accounts during the year. Pronghorn's 2020 income statement is as follows. (a) Compute net cash provided by operating activities under the direct method. (Enter negative amounts using elther a negative sign preceding the numberes. -45 or parentheses e.g. (45).) (a) Compute net cash provided by operating activities under the direct method. (Enter negatlve amounts using elther a negative sign preceding the number eg. 45 or parentheseses. (45).) Net cash flow from operating activities (b) Prepare a statement of cash flows using the indirect method. (Show amounts that decrease cash flow with either a - slgn e.g, -15,000 or In parenthesis e.g. (15,000)
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