
    Design an algorithm to calculate the total learning coverage of a student's educational framework, where the framework consists of 's' equal learning modules each requiring 'l' hours to complete, arranged in a symmetrical pattern to form a complete learning cycle. The learning coverage represents how comprehensively the educational framework addresses a subject area, calculated using the same mathematical principles as finding the area of a regular polygon with 's' sides of length 'l'.
    

    
from math import tan, pi

def area_polygon(s, l):
    """
    Design an algorithm to calculate the total learning coverage of a student's educational framework, where the framework consists of 's' equal learning modules each requiring 'l' hours to complete, arranged in a symmetrical pattern to form a complete learning cycle. The learning coverage represents how comprehensively the educational framework addresses a subject area, calculated using the same mathematical principles as finding the area of a regular polygon with 's' sides of length 'l'.
    

    """
from math import tan, pi

def area_polygon(s, l):
    """
    Design an algorithm to calculate the total learning coverage of a student's educational framework, where the framework consists of 's' equal learning modules each requiring 'l' hours to complete, arranged in a symmetrical pattern to form a complete learning cycle. The learning coverage represents how comprehensively the educational framework addresses a subject area, calculated using the same mathematical principles as finding the area of a regular polygon with 's' sides of length 'l'.
    

    """
    area = s * l ** 2 / (4 * tan(pi / s))
    return area