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BUSINESS PLAN PRESENTATION TEMPLATE

Transcript: NET PROFITS to make the children have fun while learning LET'S TALK ABOUT I make at least X10 on each of our investments. A summer school MOTHER-TONGUE TEACHERS Business @ GOBETTI-VOLTA PLAN NAME and address: Batnae municipium in Anthemusia conditum Macedonum manu priscorum ab Euphrate flumine brevi spatio disparatur, refertum mercatoribus opulentis, ubi annua sollemnitate prope An investor will have to check your competitive environment before investing. Do not hide it from competitors. SWOT WHO WE NAME: HAPPY KIDS Strapline: Happy Kids learn English in the summer Elevator Pitch: An innovative summer school for young children using the facilities of Gobetti-Volta, especially the new pool. Send letters,emails, texts to parents I MARKET I HAPPY Strengths: Need for an English summer school in the area Weaknesses: Recruiting expert mother-tongue teachers with innovative, dynamic, energetic teaching skills Opportunities: Possibility of using existing facilities Threats: Some outdoor activities could not be safe for young children ELIZABETH PAULS COMPETITION FINANCIAL Fees I SUMMARY I to set up a summer school of English for young children to use the facilities of Gobetti-Volta A summer school of English for young children ANALYSIS U.S.P summary ARE " I IRENE SIMPS PRODUCT MANAGER to adopt the "splash and speak" approach Batnae municipium in Anthemusia conditum Macedonum manu priscorum ab Euphrate flumine brevi spatio disparatur, refertum mercatoribus opulentis, ubi annua sollemnitate prope I for young children Arrange free open week at Gobetti-Volta, with prizes aims MARKETING HAPPY EVERY WEEK DAY I radio advertisements, local TV commercials 15% outdoor activities in English ELEVATOR Sponsors of children's items DEVELOPER STRATEGY Business I Competitor analysis: Humpty Dumpty school (Fiesole) Jack and Jill Summer school (Settignano) The Witch and the Wizard (Sorgane) happy kids I Enter here the history of your fundraising, what you plan to lift today, and under what conditions. I I KIDS 15% I EXPLAIN YOUR STRATEGY KIDS Batnae municipium in Anthemusia conditum Macedonum manu priscorum ab Euphrate flumine brevi spatio disparatur, refertum mercatoribus opulentis, ubi annua sollemnitate prope WELCOME OUR BUSINESS 70% Happy Kids @ Gobetti-Volta, Bagno a Ripoli during the summer Business RESEARCH MARKETING MANAGER NEEDS PITCH Leo SMITH Personal Savings H APPY KIDS LEARN ENGLISH YOUR FINANCIAL have fun and learn English I Great demand for English Residential area with lots of young children Few opportunities for parents to find interesting activities for children in summer Possibility of using Gobetti-Volta grounds and pool A minimum of 25 children paying fees for the various clubs, including : traditional tuition, fun&games, speak&splash, lunch & laughter. Other special treats in the pool: snakes &ladders , hide 'n seek, treasure hunt " TEMPLATE BY CONTENT BY JEREMIE BERREBI http://www.berrebi.org/2012/01/17/guide-how-to-present-your-startups-pitch-deck/ http://www.prezmaker.com

Vector Presentation

Transcript: Named after it's discoverer, Pythagoras, it is one of the earliest theorems known to civilization. It is a part of Euclidean geometry and deals with only right triangles. The definition of the Pythagorean theorem is "The area of the square built upon the hypotenuse of a right triangle is equal to the sum of the areas of the squares upon the remaining sides." Basically, a^2 +b^2 = c^2 Cosine The cosine function is used to find the x component of the vetor. Cos = adj/hyp adj is the adjacent side of the angle . hyp is the hypotenuse. As with the sine function we will have to rearrange the equation to find the adjacent side (x componet). The equation will look like: (hyp)Cos = adj Sine The sine function is used to find the y component of the vector. Sin = opp/hyp opp is the opposite side of the angle . hyp is the hypotenuse side of the triangle. When you are given a vector you are given the angle and the hypotenuse. You need to find the opposite side (y component). In order to do this we will have to rearrange the equation like so: (hyp)Sin = opp 35º Adding Non-Perpendicular Vectors One of the easiest and quickest ways to define a vector is to use the Pythagorean theorem and the tangent function. After you use the tail to head method to graph your vectors you connect the tail of the first to the head of the last. Now, using the Pythagorean theorem, you square your adjacent and opposite sides, add them together, find the square root of the sum, and you have the magnitude of the resultant. Next, you use the tangent function and you have the heading of the resultant. Remember that tan=opp/adj. Unfortunately none of this will work if the vectors do not form a right triangle. Vector Operations Example Given: v=95 km/h =35º Unknown: vx=? vy=? Rearranged equations: vy = vsin vx = vcos vy = (95 km/h)(sin35º) vy = 54km/h vx = (95km/h)(cos35º) vx = 78km/h What happens when you are given a resultant vector and you need to fingure out its components? In order to find the components you have to resolve the vector. Resolving the vector breaks the vector down into its x and y components. But how do you do this? Vectors When adding non-perpendicular vectors you must break each vector into its components. What this means is that you must break each vector into its x and y components. After you have broken each vector into its component you can add their x and y values together. Plot the resulting x and y coordinates and now you can use the Pythagorean theorem and tangent function to find the resultant. vy Tangent is defined as opposite/adjacent. It is very useful because you can enter the side lengths of two sides and find the degree of any angle, depending on which two side lengths you enter into the equation. When making a coordinate system you plot two different values along the x and y axis respectivly. A common coordinate system is a compass. It uses the y axis as north and south and the x axis as west to east. v = 95km/h vx Resolving Vectors Tangent Function There are two equations used to find the components. Sin = opp/hyp Cos = adj/hyp These are the trig funtctions sine and cosine. Using the theorem and tangent The Pythagorean Theorem Coordinate systems In order to solve a problem involving coordinate systems you have to use one that can actually solve the problem. For example if you were trying to measure the velocity of a car you couldn't use a coordinate system that measured altitude. Using sine and cosine To find the x component of a vector you need to use cos. You multiply the magnitude of the vector by the cos of the degree of the vector. Finding the y component is just as easy, you just swap sin in for cos. Abbreviated sin and cos

Business Promotion - Presentation Template

Transcript: Big Sale! Business Promotion About “You can’t sell anything if you can’t tell anything.” Beth Comstock Action with this marketing and promotion themed Prezi Presentation Template. Sell Your Idea Timeline Time Flies Present your timeline info here Present important dates and events 2002 Present important dates and events 2006 Zoom in and add more details 2020 Present important dates and events 2004 Present important dates and events 2011 Sales "A market is never saturated with a good product, but it is very quickly saturated with a bad one." Henry Ford Gallery Show off your best stuff here Gallery Add a short description of the image or project here. Image #1 Add a short description of the image or project here. Image #2 Add a short description of the image or project here. Image #3 Add a short description of the image or project here. Image #4 Add a short description of the image or project here. Image #5 Add a short description of the image or project here. Image #6 Show more details of a single project Single Portfolio Item Project Details "This is example dummy text. Lorem ipsum dolor sit amet, consectetur adipiscing elit, sed dodes eiusmod tempor incididunt ut labore et dolore magna aliqua. Ut enim ad minim veniam, quis nostrud exercitation ullamco laboris nisi ut aliquip ex ea commodo consequat. Duis aute irure dolor in repre henderitas in voluptate." "This is example dummy text. Lorem ipsum dolor sit amet, consectetur adipiscing elit, sed dodes eiusmod tempor incididunt ut labore et dolore magna aliqua. Ut enim ad minim veniam, quis nostrud exercitation ullamco laboris nisi ut aliquip ex ea commodo consequat. Duis aute irure dolor in repre henderitas in voluptate." Map World Map Slide Zoom in on the important parts First Customer? Show where you landed him! Team Say Something... About your team or company Gerardo M. Oliver This is an example dummy placeholder text area. Lorem ipsum dolor sit apisa kotiram ametis, cons iteecas tetureu adipiscing elit sed quia, CEO Marketing Design Karla J. Walsh This is an example dummy placeholder text area. Lorem ipsum dolor sit apisa kotiram ametis, cons iteecas tetureu adipiscing elit sed quia, This is an example dummy placeholder text area. Lorem ipsum dolor sit apisa kotiram ametis, cons iteecas tetureu adipiscing elit sed quia, Sue E. Marquez "I have no idea what I'm doing!" Founder and CEO Gerardo M. Oliver Contact How can People Get in Touch with You? Contact Details email@mail.com website.com fb.com/user.com lnked.in/user +1-202-555-0184 Add your own content, background and change colors Customize This Template "If you're a good marketing person, you have to be a little crazy." Jim Metcalf I'm Nuts! https://prezibase.com Get this Prezi template from:

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