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AR15.COM
8/27/2007 6:11:59 AM EDT
I can't believe I don't know the answer to this.

Identify the set that could be the measures of the sides of a triangle.:
4,7,12
18,9,10
25,15,10
18,8,7

Thanks.
8/27/2007 6:15:26 AM EDT
[#1]
8/27/2007 6:15:38 AM EDT
[#2]

Quoted:
I can't believe I don't know the answer to this.

Identify the set that could be the measures of the sides of a triangle.:
4,7,12
18,9,10
25,15,10
18,8,7

Thanks.


I think the answer is:  18,9,10

The rest would essentially end up as straight lines, as the longest line is more (ETA: or equal to) the 2 shorter sides, so they aren't possible.

8/27/2007 6:17:47 AM EDT
[#3]

Quoted:

Quoted:
I can't believe I don't know the answer to this.

Identify the set that could be the measures of the sides of a triangle.:
4,7,12
18,9,10
25,15,10
18,8,7

Thanks.


I think the answer is:  18,9,10

The rest would essentially end up as straight lines, as the longest line is more (ETA: or equal to) the 2 shorter sides, so they aren't possible.



Yup, 18, 9, 10    It'll be a very SMALL triangle, but 'tis the only possible selection
8/27/2007 6:22:02 AM EDT
[#4]

Quoted:

Quoted:
I can't believe I don't know the answer to this.

Identify the set that could be the measures of the sides of a triangle.:
4,7,12
18,9,10
25,15,10
18,8,7

Thanks.


I think the answer is:  18,9,10

The rest would essentially end up as straight lines, as the longest line is more (ETA: or equal to) the 2 shorter sides, so they aren't possible.



Wouldn't that make it 4, 7, 12 then?
8/27/2007 6:23:13 AM EDT
[#5]
I vote for all the above.
8/27/2007 6:23:45 AM EDT
[#6]
the idea is that sum of two numbers is greater than the third number.
8/27/2007 6:25:34 AM EDT
[#7]

Quoted:

Quoted:

Quoted:
I can't believe I don't know the answer to this.

Identify the set that could be the measures of the sides of a triangle.:
4,7,12
18,9,10
25,15,10
18,8,7

Thanks.


I think the answer is:  18,9,10

The rest would essentially end up as straight lines, as the longest line is more (ETA: or equal to) the 2 shorter sides, so they aren't possible.



Wouldn't that make it 4, 7, 12 then?


No, 12 > 4 + 7 (can not connect)
18< 9 + 10 (only possible triangle)
25 = 10 + 15 (straight line)
18 > 8 + 7 (can not connect)

If you take string, or paper, and cut them to the lengths listed, you will find you can only make a triangle out of 1 of the list numbers, 18,9,10.
8/27/2007 6:25:48 AM EDT
[#8]
10,15,25


With those sides it would form a straight line.


ETA: read the  question wrong. The only one that could make a triangle would be 18,9,10
8/27/2007 6:26:46 AM EDT
[#9]
The sum of the lengths of any two sides of a triangle always exceeds the length of the third side.

Oh. Duh.

Thanks.
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