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Is it possible to construct a triangle with the given side lengths? If not, explain why not. 14. 1,4,6 16. 22,26,65 18. 7,54,45
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|dw:1314842138368:dw|
if the short parts dont add up to greater than the longest part; theyll never meet
So for 14. the numbers 1,4,6 do NOT construct one because 1+4=5 which is not greater than 6?
1,4,6 1+4 = 5 5 < 6 , will never form a triangle
thats right
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|dw:1314842273763:dw|
when the shorts add to greater then the long; they meet at a point, at least
if the shorts add up to the same as the long, you get a straight line
|dw:1314842322926:dw|
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