data:image/png;base64,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

BCDNCGPAdata:image/png;base64,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Instructions for output: The computer will calculate the user's GPA based on the input provided then will display that GPA on the screen.Instructions for input: The user will need to input the number of GPAs they want to find, the number of classes they are enrolled in, and what letter grade they have in said class.Grade Scale Image: https://www.mesapress.com/wp-content/uploads/2020/03/Grading-scale-900x603.jpg Other images from https://snap.berkeley.edu/ 2.7524