Ted has the following triangle dimensions.
2 answers:
Answer=D
The sum of the two smaller sides of a triangle must be greater than the longer side length
a+b>c
plug in our data
8+14>23
22>23 is not a valid statement
So no triangles can be made from the dimensions
Answer: <em>D) </em><u><em>He cannot construct a triangle</em></u>
Step-by-step explanation:
For a triangle to be possible <u>the largest side must be less than the sum of other two sides .</u>
In the given question largest side is 23 while other two sides are 8 and 14
Therefore for triangle to be possible 23 should be less than (8+14) but 23 > (8+14) .
Thus he can not construct a triangle using the given sides.
Hence correct option is <u><em>D)He cannot construct a triangle.</em></u>
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