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Two sides of a triangle are `2016 cm ` and 2017 cm`, then find the minimum possible perimeter of the triangle which is an integer in cm. |
Answer» Correct Answer - 4035 cm The two sides of a triangle are 2016 cm and 2017 cm. We know that the sum of any two sides of a triangle is greater than the third side. Let the third side of the triangle be a cm. `2016 +2017 gt a` `4033gta` The difference any two sides of triangle is less the third side. `2017-2016 lta` `1lta` From (1) and(2) , we get : To get the minimum perimeter (in intergral measure) of a triangle, a should be minimum ,i.e., `a=2`. `therefore` The minimum possible perimeter of the triangle `=2016 +2017 +2 =4035 cm` |
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