ABCD is a quadrilateral. prove that AB+BC+CD+DA>AC+BD (CLUE:AC AND BD ARE TWO DIAGONAL
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by using triangle inequality
AB + BC is greater than AC keep it as equation1
CD + D A is greater than BD kiptus equation 2
add equation 1 and equation2
AB + BC + CD + DA is greater than AC + BD
AB + BC is greater than AC keep it as equation1
CD + D A is greater than BD kiptus equation 2
add equation 1 and equation2
AB + BC + CD + DA is greater than AC + BD
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