| ![Woman with laptop and business 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)**HOME BASED** | | | | --- | --- | --- | | | | | | **PROFESSIONAL SERVICES** | | | | | ***Business Plan*** | | - Introduction - 1. Executive Summary - 2. Company Overview - 3. Business Description - 4. Market Analysis - 5. Operating Plan - 6. Marketing and Sales Plan - 7. Financial Plan - Appendix - Instructions for Getting Started with Estimated Start-Up Costs - Instructions for Getting Started on Profit & Loss Projections | **Introduction** | | --- | | **Executive Summary** | | --- | **The Executive Summary should be written last** after the remainder of the plan has been finished. It is an overview (with a suggested length of no more than one page) of the business, including the problem the business aims to solve, why this business’ solution is different, the business’ ideal customer, and the expected results. The Executive Summary should provide a high-level and optimistic description of the company. - **Opportunity:** What problem will the business solve? - **Mission:** What do we do? How do we do it? Whom do we do it for? - **Solution:** How will the service uniquely solve the problem identified? - **Market focus:** What market and ideal customers will the business target? - **Competitive advantage:** How does the business intend to succeed against its competitors? - **Ownership:** Who are the major stakeholders in the company? - **Expected returns:** What are the key milestones for revenue, profits, growth, and customers? | **Company Overview** | | --- | - **Company summary:** This is the introductory section to the company, also known as the ‘elevator pitch’ of what the company stands for and is setting out to do. Include the company’s goals and some of the near-term objectives. - **Mission statement:** This is a concise statement on the guiding principles of the company and what the company aims to do for customers, employees, owners, and other stakeholders. - **Company history:** This provides the back story, especially the personal story, of why the business was founded. Use this section to give the overarching history of the company from its start and bring the reader up-to-date on where the company is now in terms of sales, profits, key services, and customers. - **Markets and services:** This outlines the target market and related needs that the company will address. Include brief descriptions of offered services and targeted markets and customer types. This section can be a general overview as more details will be suggested in a later section of this plan. - **Operational structure:** This describes the operational details of the business. List any potential employees needed on the payroll to make the business run. - **Financial goals:** This describes the start-up capital needed, projected revenue and profits, forecast, and budget of the business. | **Business Description** | | --- | - **Opportunity:** Describe the current market for the business’ offered service. At a high level, what is the market and who are its participants; is it business customers or consumers; what is the specific geography, etc.? More details on the market will be provided in the next section of the plan. Next, describe the current state of available services and how the business will offer better. Also discuss any additional services the company plans to offer in the future. - **Product overview:** Describe the service offerings of the business in as much detail as possible. If it is effective to include pictures, this would be a good place to place them. - **Key participants:** Identify any strategic partners in the business, such as critical suppliers, distributors, referral partners, or any others. In some businesses, products are custom-made and any break in their supply will impact the business. There may be key contributors to the services offered, so it is important to identify them. - **Pricing:** Provide pricing of the service, gross margin projects, and upgrade paths. Describe why the company’s pricing will be attractive to the target market. Have a gauge on the competitor’s pricing and explain how the business’ service is unique to justify its pricing structure. | **Market Analysis** | | --- | - **Industry type:** Begin with the broader descriptions of the market opportunity. For instance, if the intended business is a home-based travel agency, the industry type would be service industry. In this particular market, the global revenues are projected to exceed $183 billion, but the local agency will have a much smaller market. Identify the potential clientele in the company’s local geography that might fit into the target demographic group. This section will also identify any industry regulations and evaluate trends in market growth and stability. - **Market segmentation:** This section defines the main market segments and those the business is targeting now. A market segment is a group of people (or other businesses) within the industry, identify smaller segments, such as luxury travel or exotic cruisers. The market can also be segmented by criteria such as quality, price, range of products, geography, demographics, and others. Consider answering questions such as: Is the segment growing, shrinking, or will it be flat for the next few years? What percentage of the market will be reachable? What share of the market is anticipated within the next 2-3 years? Graphics are best used in a section like this to either show growth (line graph) or percentages of markets or groups (pie chart). - **Competition:** All businesses compete in one way or another. It may be with specific, direct competitors or it may be with the way customers have been doing things for a long time. When identifying the competition, identify who else is providing services to solve the same problem the business seeks to address. What are the business’ advantages over these competitors? How will the company’s voice be heard over the noise of competitors? Sometimes a business plan includes a matrix of features and compares how each business offers or does not offer those features. This section reflects how the company’s solution is different and better suited for the identified target market compared to the competition. - **SWOT analysis:** A SWOT analysis may be included by completing the boxes below to assess the business’ current environment’s strengths and weaknesses (internal) and opportunities and threats (external). This is a good exercise to go through on an annual basis. After completing the analysis, provide thoughts on: how the business’ strengths can help maximize opportunities and minimize threats; how its weaknesses can slow the company’s ability to capitalize on the opportunities; and how the business’ weaknesses could expose it to threats. | **STRENGTHS**AdvantageCapabilitiesAssets, peopleExperienceFinancial reservesValue propositionPrice, value, quality | | **WEAKNESSES**DisadvantagesGap in capabilitiesCash FlowSuppliersExperienceAreas to improveCauses of lose sales | | --- | --- | --- | | **OPPORTUNITIES**Areas to improveNew segmentsIndustry trendsNew productsNew innovationsKey partnership | | **THREATS**Economy movementObstacles facedCompetitor actionsPolitical impactsEnvironmental effectsLoss of key staffMarket demand | | **Operating Plan** | | --- | - **Order fulfillment:** Describe the company’s procedures for delivering services to its customers. As a service company, determine how to keep track of the customer base, form of communications, and how best to manage sales and data. - **Payment:** Describe the standard payment terms and the payment methods accepted. Describe the pricing plans (one-time service fees, hourly-based fees, markups, and any other fees) and any impact on cash flow. - **Technology:** If technology is critical to the business, whether it is part of the service offering or is fundamental to delivering a service, describe the key technologies used that are proprietary. If the business data (company or customer) is at risk, describe the data security plan in place, as well as any backup or recovery in the case of a disaster or outage. - **Key customers:** Identify any customers that are important to the success of the business due to a partnership, volume, or pathway to a new market. Also identify any customers who bring in more than 10% of the company’s revenues. - **Key employees and organization:** Describe unique skills or experiences that are required of the current team. If necessary, describe any proprietary recruiting or training processes in place. List key employees that are necessary for success. Include an organization chart to support this section. - **Facilities:** As a home-based business, be educated on legalities and tax filings for such business types. | **Marketing and Sales Plan** | | --- | - **Key messages:** Describe the key messages that will elevate services in the target customers’ eyes. If there is sample collateral or graphical images of some messages, include them. - **Marketing activities:** Which of the following promotion options provide the company the best chance of product recognition, qualified leads, store traffic, or appointments? - **Sales strategy:** If needed, what will be the sales approach? Will there be full-time commissioned sales people, contract sales, or another approach? | **Financial Plan** | | --- | - **Projected start-up costs:** The table below shows a sample of ongoing and one-time cost items that the business might need in order to open. Many businesses are paid on credit over time and do not have cash coming in immediately. It is necessary to make assumptions about how many months of recurring items, in addition to one-time expenses, to estimate when cash will begin to flow into the company. To begin with, the company will have to fund out of savings or an initial investment. There is a blank table in the Appendix to complete potential start-up cost projections. | **START-UP COSTS** | | | | | | --- | --- | --- | --- | --- | | Your Home-Based Agency | January 1, 20XX | | | | | **COST ITEMS** | **MONTHS** | **COST/ MONTH** | **ONE-TIME COST** | **TOTAL COST** | | Advertising/Marketing | 3 | $300 | $2,000 | $2,900 | | Employee Salaries* | 4 | $500 | $2 | $2,002 | | Employee Payroll Taxes and Benefits | 4 | $100 | $1,500 | $1,600 | | Rent/Lease Payments/Utilities | 4 | $750 | $2,500 | $5,500 | | Postage/Shipping | 1 | $25 | $25 | $50 | | Communication/Telephone | 4 | $70 | $280 | $560 | | Computer Equipment | | $0 | $1,500 | $1,500 | | Computer Software | | $0 | $300 | $300 | | Insurance | | $0 | $60 | $60 | | Interest Expense | | $0 | $0 | $0 | | Bank Service Charges | | $0 | $0 | $0 | | Supplies | | $0 | $0 | $0 | | Travel & Entertainment | | $0 | $0 | $0 | | Equipment | | $0 | $2,500 | $2,500 | | Furniture & Fixtures | | $0 | $0 | $0 | | Leasehold Improvements | | $0 | $0 | $0 | | Security Deposit(s) | | $0 | $0 | $0 | | Business Licenses/Permits/Fees | | $0 | $5,000 | $5,000 | | Professional Services - Legal, Accounting | | $0 | $1,500 | $1,500 | | Consultant(s) | | $0 | $0 | $0 | | Inventory | | $0 | $0 | $0 | | Cash-On-Hand (Working Capital) | | $0 | $1,000 | $1,000 | | Miscellaneous | | $0 | $2,000 | $2,000 | | **ESTIMATED START-UP BUDGET** | | | | **$26,472** | | *Based on part-time employees. This may change once you hit your growth benchmark. | | | | | **Projected profit and loss model:** The model below shows a sample of the projections a small business is forecasting for their first 12 months of operations. The top portion of the table shows projected sales and gross profit. This is a good place to begin creating the company’s sales forecast. The next section itemizes the recurring expenses the business is projecting for the same months. These should be consistent with the estimated start-up costs completed in the prior section. At the bottom of this model, it will possible to see when the company is becoming profitable and what expense items are the most impactful to its profitability. There is a blank table in the Appendix to complete the business’ own start-up cost projections. | **START-UP COSTS** | | | | | | | | | | | | | | | --- | --- | --- | --- | --- | --- | --- | --- | --- | --- | --- | --- | --- | --- | | Your Home-Based Agency | January 1, 20XX | | | | | | | | | | | | | | **REVENUE** | **JAN** | **FEB** | **MAR** | **APR** | **MAY** | **JUN** | **JUL** | **AUG** | **SEP** | **OCT** | **NOV** | **DEC** | **YTD** | | Estimated Sales | $5,000 | $13,000 | $16,000 | $7,000 | $14,500 | $16,400 | $22,500 | $23,125 | $24,549 | $22,000 | $25,000 | $27,349 | $216,423 | | Less Sales Returns & Discounts | $0 | ($350) | $0 | ($206) | ($234) | $0 | $0 | ($280) | ($1,200) | ($1,600) | $0 | ($2,400) | ($6,270) | | Service Revenue | $0 | $0 | $0 | $0 | $0 | $250 | $350 | $100 | $0 | $0 | $1,245 | $1,360 | $3,305 | | Other Revenue | $0 | $0 | $0 | $0 | $0 | $0 | $0 | $1,500 | $0 | $0 | $0 | $0 | $1,500 | | Net Sales | $5,000 | $12,650 | $16,000 | $6,794 | $14,266 | $16,650 | $22,850 | $24,445 | $23,349 | $20,400 | $26,245 | $26,309 | $214,958 | | Cost of Goods Sold* | $2,000 | $5,200 | $6,400 | $2,800 | $5,800 | $6,560 | $9,000 | $9,250 | $9,820 | $8,800 | $10,000 | $10,940 | $86,569 | | Gross Profit | $3,000 | $7,450 | $9,600 | $3,994 | $8,466 | $10,090 | $13,850 | $15,195 | $13,529 | $11,600 | $16,245 | $15,369 | $128,389 | | **Expenses** | **JAN** | **FEB** | **MAR** | **APR** | **MAY** | **JUN** | **JUL** | **AUG** | **SEP** | **OCT** | **NOV** | **DEC** | **YTD** | | Salaries & Wages | $2,500 | $2,500 | $3,500 | $5,000 | $5,000 | $5,000 | $8,000 | $9,000 | $9,000 | $9,000 | $9,000 | $9,000 | $76,500 | | Marketing/Advertising | $400 | $450 | $450 | $450 | $900 | $900 | $900 | $900 | $900 | $900 | $1,200 | $1,200 | $9,550 | | Sales Commissions | $250 | $650 | $800 | $350 | $725 | $820 | $1,125 | $1,156 | $1,227 | $1,100 | $1,250 | $1,367 | $10,821 | | Rent | $1,250 | $1,250 | $1,250 | $1,250 | $1,250 | $1,250 | $1,125 | $1,125 | $1,125 | $1,125 | $1,125 | $1,125 | $15,000 | | Utilities | $250 | $150 | $200 | $200 | $200 | $250 | $250 | $250 | $200 | $200 | $250 | $250 | $2,650 | | Website Expenses | $175 | $175 | $175 | $175 | $175 | $175 | $175 | $175 | $175 | $175 | $225 | $225 | $2,200 | | Internet/Phone | $110 | $110 | $110 | $110 | $110 | $110 | $110 | $110 | $110 | $110 | $110 | $110 | $1,320 | | Insurance | $165 | $165 | $165 | $165 | $165 | $165 | $165 | $165 | $165 | $165 | $165 | $165 | $1,980 | | Travel | $100 | $0 | $0 | $250 | $0 | $0 | $0 | $0 | $675 | $800 | $0 | $0 | $1,825 | | Legal/Accounting | $1,200 | $0 | $0 | $450 | $0 | $500 | $0 | $0 | $0 | $0 | $0 | $250 | $2,400 | | Office Supplies | $125 | $125 | $125 | $125 | $125 | $125 | $125 | $125 | $125 | $125 | $125 | $125 | $1,500 | | Interest Expense | $0 | $0 | $0 | $0 | $0 | $0 | $0 | $0 | $0 | $0 | $0 | $0 | $0 | | Total Expenses | $6,525 | $5,575 | $6,775 | $8,525 | $8,650 | $9,295 | $12,100 | $13,131 | $13,827 | $13,825 | $13,575 | $13,942 | $125,746 | | Income Before Taxes | ($3,525) | $1,875 | $2,825 | ($4,531) | ($184) | $795 | $1,750 | $2,064 | ($298) | ($2,225) | $2,670 | $1,427 | $2,643 | | Income Tax Expense | ($529) | $281 | $424 | ($680) | ($28) | $119 | $263 | $310 | ($45) | ($334) | $401 | $214 | $396 | | **NET INCOME** | **($2,996)** | **$1,594** | **$2,401** | **($3,851)** | **($156)** | **$676** | **$1,488** | **$1,754** | **($253)** | **($1,891)** | **$2,270** | **$****1,213** | **$2,246** | | *In the service industry, Cost of Goods Sold is the monetized value of the time spent on the client. | | | | | | | | | | | | | | | **Appendix** | | --- | | **START-UP COSTS** | | | | | | --- | --- | --- | --- | --- | | Your Home-Based Agency | January 1, 20XX | | | | | **COST ITEMS** | **MONTHS** | **COST/ MONTH** | **ONE-TIME COST** | **TOTAL COST** | | Advertising/Marketing | | | | | | Employee Salaries | | | | | | Employee Payroll Taxes and Benefits | | | | | | Rent/Lease Payments/Utilities | | | | | | Postage/Shipping | | | | | | Communication/Telephone | | | | | | Computer Equipment | | | | | | Computer Software | | | | | | Insurance | | | | | | Interest Expense | | | | | | Bank Service Charges | | | | | | Supplies | | | | | | Travel & Entertainment | | | | | | Equipment | | | | | | Furniture & Fixtures | | | | | | Leasehold Improvements | | | | | | Security Deposit(s) | | | | | | Business Licenses/Permits/Fees | | | | | | Professional Services - Legal, Accounting | | | | | | Consultant(s) | | | | | | Inventory | | | | | | Cash-On-Hand (Working Capital) | | | | | | Miscellaneous | | | | | | **ESTIMATED START-UP BUDGET** | | | | | - **Step 1:** Enter the company name and the date this estimate is being prepared. - **Step 2:** Enter the number of months and the monthly cost for each cost item that is recurring. For one-time costs only, skip the monthly costs. If there are cost items that have both recurring and one-time amounts, enter those as well. - **Step 3:** Once all of the costs are entered, review the individual items and total amount to see where the budget can be fine-tuned or move something out into the future when more revenue is coming in. | **START-UP COSTS** | | | | | | | | | | | | | | | --- | --- | --- | --- | --- | --- | --- | --- | --- | --- | --- | --- | --- | --- | | Your Home-Based Agency | January 1, 20XX | | | | | | | | | | | | | | **REVENUE** | **JAN** | **FEB** | **MAR** | **APR** | **MAY** | **JUN** | **JUL** | **AUG** | **SEP** | **OCT** | **NOV** | **DEC** | **YTD** | | Estimated Product Sales | | | | | | | | | | | | | | | Less Sales Returns & Discounts | | | | | | | | | | | | | | | Service Revenue | | | | | | | | | | | | | | | Other Revenue | | | | | | | | | | | | | | | **Net Sales** | | | | | | | | | | | | | | | **Cost of Goods Sold** | | | | | | | | | | | | | | | **Gross Profit** | | | | | | | | | | | | | | | **EXPENSES** | **JAN** | **FEB** | **MAR** | **APR** | **MAY** | **JUN** | **JUL** | **AUG** | **SEP** | **OCT** | **NOV** | **DEC** | **YTD** | | Salaries & Wages | | | | | | | | | | | | | | | Marketing/Advertising | | | | | | | | | | | | | | | Sales Commissions | | | | | | | | | | | | | | | Rent | | | | | | | | | | | | | | | Utilities | | | | | | | | | | | | | | | Website Expenses | | | | | | | | | | | | | | | Internet/Phone | | | | | | | | | | | | | | | Insurance | | | | | | | | | | | | | | | Travel | | | | | | | | | | | | | | | Legal/Accounting | | | | | | | | | | | | | | | Office Supplies | | | | | | | | | | | | | | | Interest Expense | | | | | | | | | | | | | | | Other 1 | | | | | | | | | | | | | | | **Total Expenses** | | | | | | | | | | | | | | | **Income Before Taxes** | | | | | | | | | | | | | | | **Income Tax Expense** | | | | | | | | | | | | | | | **NET INCOME** | | | | | | | | | | | | | | | * In the service industry, Cost of Goods Sold is the monetized value of the time spent on the client. | | | | | | | | | | | | | | - **Step 1:** Enter the company name and the date this projection is being prepared. - **Step 2:** For each month, beginning in January or whenever the start is estimated, enter the expected sales to be. This could be for a single service or multiple services. Add lines to this model for additional offerings. From this, subtract any product returns or discounts that are to be tracked (these should be shown as negative numbers, for example, -10). Below Net Sales, enter the Cost of Goods Sold. This refers to the monetized value of the time spent on a particular client. - **Step 3:** For each month, enter the estimated salaries, marketing, utilities, and other items that are projected. - **Step 4:** Once all of the costs have been entered, review the individual items and total amount to see where projections can be fine-tuned or move something out into the future when more revenue is coming in. The objective is to get to profitability and positive cash flow as quickly as possible.