Marathon Overview Pseudocode Display: Input Steps In 10 Metr
Marathon Overviewpseudocodedisplay Input Steps In 10 Metres Input S
Develop pseudocode that prompts for input steps over 10 meters, displays the input steps, then prompts for the track distance, calculates the average steps per 10 meters, and displays the result.
Design an algorithm that includes a conditional (if-then-else) statement to handle scenarios such as invalid input or specific conditions related to the input data. Include internal comments, declare all variables beforehand, and ensure the pseudocode illustrates all necessary calculations. Additionally, create a flowchart using the symbols specified: ovals for start/end, parallelograms for input/output, and rectangles for processing steps, with arrows clearly showing flow logic.
Paper For Above instruction
The task at hand involves designing a pseudocode and flowchart to measure and process running steps in a marathon context, with specific emphasis on incorporating conditional logic (if-then-else). The core idea is to create a program that first collects data regarding the number of steps in a 10-meter segment, then calculates the average steps per meter based on user input for the total track length. Additionally, the program must include conditionals to handle potential input errors or specific conditions, such as zero or negative values, ensuring robustness and logical flow.
The pseudocode begins by declaring all necessary variables, including 'steps', 'track_distance', 'average_steps', and 'total_steps'. The program first prompts the user for the number of steps taken in 10 meters. An input validation check follows: if the input is less than or equal to zero, the program outputs an error message and terminates or prompts again. Otherwise, it proceeds to ask for the total track distance.
Once both inputs are valid, the program calculates the average number of steps per 10 meters, which involves dividing the total steps by 10, then multiplying by the total track distance divided by 10. This calculation determines how many steps are necessary for the entire track based on the initial data. The result is then displayed to the user.
Following this logic, the flowchart visually depicts each step—beginning with start, input prompts, validation condition, calculations, output, and ending with termination. Symbols such as ovals denote start/end points; parallelograms mark input/output operations; rectangles depict processing steps, including calculations and conditional checks. Arrows connect these symbols, illustrating the flow of execution, which branches at the decision point based on input validity.
Implementing such pseudocode and flowchart ensures clarity in programming logic for the marathon measurement system, accommodating potential input errors via conditionals. This approach enhances robustness and provides a structured plan for translating into actual coding language, ensuring accurate calculations and user feedback throughout the process.