In a triangle if the length of sides are as given below which one will not form triangle?
a) (5,5,5)
b) (5,4,5)
c) (4,4,9)
d)(3,4,5)

• ans : C (4,4,9)
  using property :"sum of two side of a triangle is greater than its third side (4+4) is not greater than 9
• 9 years agoHelpfull: Yes(21) No(0)
• c)(4,4,9) will not form triangle as
  it states sum of two smaller side must be greater or equal to third side
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• FOR TRIANGLE, SUM OF ANY TWO SIDES IS GREATER THAN THIRD ONE....
  SO, SIMPLY, FROM JUST A VIEW IN OPTION (C) 4+4 IS NOT GREATER THAN 9....C WILL NOT FORM A TRIANGLE
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• option c
  sum of 2 sides of a triangle must be greater than its 3rd side
  4+4=8
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• d 3 length are different
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• ans c) (4,4,9)
  sum of any two sides must be greater that the third side.
  in option c, 4+4=8 < 9
  therefore any triangle cannot have sides (4,4,9)
  hence answer is option c.
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• (4,4,9)because when draw larger side then both equal side do not intersect
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• sum of any 2 sides not less than other side.......
  so ans is B
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• Ans:(c)
  a/q to property of triangle: the sum of two side of triangle should be greater than the other side.
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• option c because the sum of two sides of triangle is always greater then third side i.e. 4+4=8, less than 9
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• ans:c because sum of any two sides should be greater than the 3rd side.
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• ans. is c
  sum of two sides is greater than third one.
  
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