This project consists of 3 sections: "spend, save, and invest", "make your own business plan", and "business terms & quiz". It is intended to incorporate coding(through Snap) and business education. Students will not only engage in interactive lessons and activities(mini games and quizzes), but also gain experience coding by creating their own business plan presentation. A business plan document is also needed for the "make your own business plan" section. Credit: 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data:image/png;base64,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 doIf

A process that allows an organization to focus on its goalsmarketing strategyTo promote goods or servicesadvertiseA private investor that provides money to start a new business or to grow an existing businessventure capitalistThe intended group to which a product or service is marketed or advertisedtarget customerA detailed plan including the strategies planned to achieve the profit goalsbusiness planMoney that is left after expenses have been paid for from a business or an investmentprofitThe amount that it costs to produce one unit of the producteconomics of one unitCongratulations! You have completed the quiz!4Your final score is points.48scoreshowRestartButtonshowPurpleButtonsClick the start over button to review the terms and take the quiz again. You can also click on one of the purple buttons to move on.

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