Determining perimeter using the Newton Backward Divided Difference Interpolation Formula for teaching and learning process

This Newton Perimeter Solver was designed to help the students, educators, and others. The purpose of this research is to find the perimeter by using the Newton Backward Divided Difference. The problem statements that occur while manually computing the perimeter are the first one is people often make mistakes when calculating distance manually due to the numerous steps involved in the process. Additionally, they tend to mix up unit types because they find it confusing to perform unit conversions. Next, people tend to make mistakes when rounding data, particularly when dealing with large numbers and lengthy decimal values. These errors can significantly impact the overall accuracy of the final distance calculation. Lastly, manual calculation leads to an increase in time consumption and higher operating costs because they need to double-check all calculations to ensure the accuracy of their measurements. The solution to this problem are to improve the calculation of perimeter using the Newton Backward Divided Difference Interpolation method and then to determine the mathematical equations in order to obtain the perimeter. Lastly, to handle large datasets and perform calculations at a much faster than manual. Finding the total perimeter, on the other hand, is quite time intensive in order to optimally perform the calculation. As a result of the existence of this Newton Perimeter Solver, the computations required may be simply retrieved by valuable information from the user. This Newton Perimeter Solver was designed in the form of The Newton Backward Divided Difference Interpolation Formula (NBDDI) to assist the calculation of perimeter for all people. The interface displays the graph as well and the arc length of the curve.