pls proove its right.Q4
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We know that sum of lengths of two sides of a triangle is greater than the length of the third side.
So, AB + BC > AC --------------- (i)
AB + AB > BD -------------- (ii)
CD + BC > BD ------------- (iii)
AD + DC > AC ------------- (iv)
Now solve all these 4 equaltions,
= 2AB + 2BC + 2CD + 2AD > 2AC + 2BD
= 2(AB + BC + CD + AD) > 2(AC + BD)
= (AB + BC + CD + AD) > (AC + BD)
So, AB + BC > AC --------------- (i)
AB + AB > BD -------------- (ii)
CD + BC > BD ------------- (iii)
AD + DC > AC ------------- (iv)
Now solve all these 4 equaltions,
= 2AB + 2BC + 2CD + 2AD > 2AC + 2BD
= 2(AB + BC + CD + AD) > 2(AC + BD)
= (AB + BC + CD + AD) > (AC + BD)
cooldude2:
very good
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