data:image/png;base64,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 reportJSFunction reportPipe receiveUserEdit getPosition reportMousePosition doDefineBlock doSetBlockAttribute doDeleteBlock reportBlockAttribute reportEnvironment reportAtan2 reportVariadicMin reportVariadicMaxxunitX^15Done!2data:image/png;base64,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i1Selection: ensures that a number is inputted, stops program if notWhat is the variable to the power value of? Numbers onlySelection: computes certain calculations based on specific circumstance of what type of derivative Selection: ensures that a number is inputted, stops program if notIteration: For every segment that the user wants to go through, the following code is repeated
Sequence of a Procedure: uses computed values that were stored into a table and combines it into a single String variable Value: to output to user in a concise manner.To the power of: ^,Divided: /,Multiplcation: *,Variable: x,Function: f(x),Order of Operations: ()(3x^2-7)/(x^2+9)10x^4+,27x^2272NaN,X,^,13,x,^,202f'(x) = 10x^4+27x^2