data:image/png;base64,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You Got Out Of 3 Right: 2Your Final Score Is: length100% correct! Congrats!10What Is The Defenition of a Prototype? A. Early version of a new program. B. Something that can't be anything other than in the state of True or False. C. A part of the code that makes a desicion based on the conditons.,AWhich of the following is NOT something you might do early in the program development process?A. Go on a planning retreat together as a team.B. Determine the purpose of your program.C. Determine what each person can bring to the team.,AWhat is the benefit of having future users as testers for a program?A. For them to fix the code themselves if they see a problem.B. For them to give good feedback about the code.C. For them to go through the code and debug things that the developer forgot to.,B00