Question

11 Normal No Spacing Heading 1 Heading 2 .Implement the following algorithm in Python a D D. a A rhombus is a parallelogram with four equal sides. See the diagram. The formula to calculate the perimeter of a rhombus in terms of only its diagonals (D1 and D2 in the diagram) is 2+VD+D3 Implement a function that returns a rhombus's periemter. Assume that the math module has been imported and you must use the math.sqrt function to calculate square roots (e.g. math.sqrt(4) evaluates to 2). def rhombus Perimeter(d1, d2): d1 (int or float) - length of one diagonal of a rhombus d2 (int or float) - length of the other diagonal of a rhombus Return the perimeter of the rhombus as defined by di and d2. APPA 1

Answer 1

Complete Python program with output for the given problem is given below :

Python Code :

import math

def rhombusPerimeter(d1, d2):
perimeter = 2 * math.sqrt(pow(d1, 2) +
pow(d2, 2))
  
print("The perimeter of rhombus with diagonals",
d1, "and", d2, "is", perimeter, "." )
  

def d1():
dia1 = int(input("Enter diagonal 1 : "))
return dia1
  
def d2():
dia2 = int(input("Enter diagonal 2 : "))
return dia2
  

if __name__ == '__main__':
x=d1()
y=d2()
rhombusPerimeter(x, y)

Output :

Enter diagonal 1 : 5 Enter diagonal 2 : 6 The perimeter of rhombus with diagonals 5 and 6 is 15.620499351813308 - .. Program finished with exit code 0 Press ENTER to exit console.

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