![purpose of statement of cash flow](https://personal-accounting.org/wp-content/uploads/2020/12/image-3.jpeg)
The issuance of debt is a cash inflow, because a company finds investors willing to act as lenders. However, when these debt investors are paid back, then the repayment is a cash outflow. Conversely, if a current liability, like accounts payable, increases this is considered a cash inflow. This is because the company has yet to pay cash for something it purchased on credit. While each company will have its own unique line items, the general setup is usually the same.
ZoomInfo Announces Second Quarter 2023 Financial Results – Business Wire
ZoomInfo Announces Second Quarter 2023 Financial Results.
Posted: Mon, 31 Jul 2023 20:05:00 GMT [source]
Adam received his master’s in economics from The New School for Social Research and his Ph.D. from the University of Wisconsin-Madison in sociology. He is a CFA charterholder as well as holding FINRA Series 7, 55 & 63 licenses. He currently researches and teaches economic sociology and the social studies of finance at the Hebrew University in Jerusalem. We also allow you to split your payment across 2 separate credit card transactions or send a payment link email to another person on your behalf. If splitting your payment into 2 transactions, a minimum payment of $350 is required for the first transaction. We expect to offer our courses in additional languages in the future but, at this time, HBS Online can only be provided in English.
Module 14: Statement of Cash Flows
As such, net earnings have nothing to do with the investing or financial activities sections of the CFS. We sum up the three sections of the cash flow statement to find the net cash increase or decrease for the given time period. This amount is then added to the opening cash balance to derive the closing cash balance. This amount will be reported in the balance sheet statement under the current assets section. This is the final piece of the puzzle when linking the three financial statements. The direct method includes all the cash inflows and outflows from operating activities, and is based on the cash basis accounting model that recognizes revenues when cash is received and expenses when they are paid.
If not enough is generated, they may need to secure financing for external growth to expand. Investors and analysts should use good judgment when evaluating changes to working capital, as some companies may try to boost up their cash flow before reporting periods. For non-finance professionals, understanding the concepts behind a cash flow statement and other financial documents can be challenging. For example, if a company buys new computers for its employees, that would be recorded as an investment expense.
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)
Adding back these expenses provides us with the company’s operating profit before interest and taxes (EBIT). Forten Company, a merchandiser, recently completed its calendar-year 2017 operations. The main objective of the statement of cash flows is to indicate the total cash inflows or receipts and total cash outflows or payment for the particular accounting period. Essentially, the statement of cash flows provides information about cash inflows and cash outflows during a period and provides information about net cash changes between two balance sheet dates. A related use of the statement of cash flows is that it provides information about the quality of a business’ net income.
What are the 3 types of cash flow statement?
Remember that the indirect method begins with a measure of profit, and some companies may have discretion regarding which profit metric to use. While many companies use net income, others may use operating profit/EBIT or earnings before tax. We accept payments via credit card, wire transfer, Western Union, and (when available) bank loan. Some candidates may qualify for scholarships or financial aid, which will be credited against the Program Fee once eligibility is determined.
![purpose of statement of cash 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)
The statement of cash flows enables users of the financial statements to determine how well a company’s income generates cash and to predict the potential of a company to generate cash in the future. A third use of the statement of cash flows is that it provides information about a business’ sources and uses of cash not related to the income statement. Since cash flows are vital to a company’s financial health, the statement of cash flows provides useful information to management, investors, creditors, and other interested parties.
Cash Flow Statement: What It Is and Examples
(Here, ‘cash’ means cash & cash equivalent) Hence, one can prepare a cash flow statement if the two comparative balance sheets of a company are given. This is the reason why a cash flow statement is also known as Statement of Changes in Financial Position – Cash Basis, or a Funds Flow Statement – Cash Basis. The statement of cash flows operating activities includes all the cash coming into and going out of the business from its core operations. It involves all the cash inflows and outflows arising from current assets and current liabilities.
The cash flow statement shows the source of cash and helps you monitor incoming and outgoing money. Incoming cash for a business comes from operating activities, investing activities and financial activities. The statement also informs about cash outflows, expenses paid for business activities and investment at a given point in time. The information that you get from the cash flow statement is beneficial for the management to take informed decisions for regulating business operations.
One of the biggest challenges for finance and accounting teams is capturing all transactions that impact the cash flow in and out of the business. This process requires a robust company card and expense management solution (to capture expenses in real time) and great integrations with accounting software to show exactly why is accounting important what is available. In other words, the investing activities section shows how much money you spent on longer-term assets such as property, plant & equipment (PP&E), or other companies. If a firm wants to analyse its short-term financial position, cash flow analysis is more useful instead of a fund flow analysis.
The cash flow from the investing section is important in identifying the changes in capital expenditures (CapEx). A cash flow statement is a valuable document for a company, as it shows whether the business has enough liquid cash to pay its dues and invest in assets. You cannot interpret a company’s performance just by looking at the cash flow statement. You may need to analyse long term trends after referring to balance sheet and income statement in order to get a somewhat clear picture of how the company is faring. A negative cash flow doesn’t always imply that the company’s financial performance was bad.
- Here you can see that the business paid more in expenses than the amount of income it brought in.
- This amount is then added to the opening cash balance to derive the closing cash balance.
- This section is where you record any transactions involving assets (aside from those using debt and equity).
- A cash flow statement is a financial statement that summarizes the inflows and outflows of cash transactions during a given period of business operations.
- If there is an amount that is still owed, then any differences will have to be added to net earnings.
- Therefore, the accountant will identify any increases and decreases to asset and liability accounts that need to be added back to or removed from the net income figure, in order to identify an accurate cash inflow or outflow.
Investing activities include any sources and uses of cash from a company’s investments. Purchases or sales of assets, loans made to vendors or received from customers, or any payments related to mergers and acquisitions (M&A) are included in this category. In short, changes in equipment, assets, or investments relate to cash from investing.
AccountingTools
Operating activities include the production, sales and delivery of the company’s product as well as collecting payment from its customers. This could include purchasing raw materials, building inventory, advertising, and shipping the product. It provides information about all the activities of an organisation classified as operating, investing, and financing activities. Learn how to analyze a statement of cash flows in CFI’s Financial Analysis Fundamentals course. After calculating net cash flow, add the starting cash balance, and you’ll get the ending cash balance for the period. Next, subtract the expenditures from operations and additional cash spent, like repayment of current borrowing, long-term liabilities repayment, etc.
![purpose of statement of cash flow](https://personal-accounting.org/wp-content/uploads/2021/05/a486425a-b05c-415f-91ed-65620c5e2019-150x150.jpg)
Negative cash flow should not automatically raise a red flag without further analysis. Poor cash flow is sometimes the result of a company’s decision to expand its business at a certain point in time, which would be a good thing for the future. Changes in cash from investing are usually considered cash-out items because cash is used to buy new equipment, buildings, or short-term assets such as marketable securities. But when a company divests an asset, the transaction is considered cash-in for calculating cash from investing. But that’s not always a bad thing, as it may indicate that a company is making investment into its future operations. The result is the business ended the year with a positive cash flow of $3.5 billion, and total cash of $14.26 billion.
What is a statement of cash flows?
Then continue by adding the cash from the company’s operations and additional cash received from activities such as sales of current assets, new investment received, etc. The goal of the cash flow statement is to show the amount of cash generated and spent over a specific period of time, and it helps businesses analyze the liquidity and long-term solvency. The major difference between income statement and statement of cash flow is that the cash flow statement provides insights into a company’s liquidity and solvency, while the income statement provides insights into profitability. A negative cash flow statement is not always bad because a company may be investing in research and development or may be spending money on growth. It is good to check multiple statements of cash flows to have a better understanding of the overall spending of a company.
- If you’re a business owner or entrepreneur, it can help you understand business performance and adjust key initiatives or strategies.
- Sometimes the company’s incoming profit might be good, yet there is little money in the bank to pay off debts.
- The cash flow statement is an important document that helps interested parties gain insight into all the transactions that go through a company.
- The statement also informs about cash outflows, expenses paid for business activities and investment at a given point in time.
- The cash flow statement is the most important financial statement of the organization.
In the meantime, start building your store with a free 3-day trial of Shopify. Salaries that company budget shows will be paid to employees within the next year. Our platform features short, highly produced videos of HBS faculty and guest business experts, interactive graphs and exercises, cold calls to keep you engaged, and opportunities to contribute to a vibrant online community. If you’re an investor, this information can help you better understand whether you should invest in a company. If you’re a business owner or entrepreneur, it can help you understand business performance and adjust key initiatives or strategies.
Change Management
Click here to learn more about how Ramp can save you time and money by removing the stress of cash flow management. In the case of a trading portfolio or an investment company, receipts from the sale of loans, debt, or equity instruments are also included because it is a business activity. This cash flow statement shows Company A started the year with approximately $10.75 billion in cash and equivalents. To facilitate this understanding, here’s everything you need to know about how to read and understand a cash flow statement.
Financing activities are all the cash flows related to a company’s borrowings and repayments of debt, as well as any dividends or other distributions to shareholders. The purpose of the cash flow statement is to show investors and creditors whether or not a company has the ability to pay its bills. This type of financial statement also provides insights into how well a company is managed and how efficiently it operates. Lansing Company’s 2017 income statement and selected balance sheet data (for current assets and current liabilities) at December 31, 2016 and 2017, follow.
With the indirect method, cash flow is calculated by adjusting net income by adding or subtracting differences resulting from non-cash transactions. Non-cash items show up in the changes to a company’s assets and liabilities on the balance sheet from one period to the next. Therefore, the accountant will identify any increases and decreases to asset and liability accounts that need to be added back to or removed from the net income figure, in order to identify an accurate cash inflow or outflow. In these cases, revenue is recognized when it is earned rather than when it is received.