Adjacent sides of a parallelogram are equal and one of the diagonals are equal to any one of the sides - Maths - Mid-point and Pythagoras Theorems

Question

Adjacent sides of a parallelogram are equal and one of the
diagonals are equal to any one of the sides of this parallelogram
Show that its diagonals are in the ratio : 3​0 5 :
1 ( 30 5 = square root of 3)

Shruti Tyagi · Accepted Answer

Dear student,

Thus, diagonals are in the ratio 3:1 Regards

Adjacent sides of a parallelogram are equal and one of the diagonals are equal to any one of the sides of this parallelogram. Show that its diagonals are in the ratio : 3​0.5 : 1 ( 30.5 = square root of 3)

Adjacent sides of a parallelogram are equal and one of the diagonals are equal to any one of the sides of this parallelogram. Show that its diagonals are in the ratio : 3^0.5 : 1 ( 3^0.5 = square root of 3)