Answer:
Side Lengths of 4,6, & 7
Side Lengths of 8,9, &4
Step-by-step explanation:
According to the image given.
We must know that in order to be a triangle the following below must be include:
- All 3 vector have different direction
- Sum of sizes of 2 vector must be greater than 3rd one
Note:
< ⇒ less than
> ⇒ greater than
= ⇒ equal
Solving all the given :
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Side Lengths of 4,6, & 7
4 + 7 > 7
10 > 7
True
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Side Lengths of 2,10,&3
2 + 3 > 10
5 <10
False
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Side Lengths of 15, 7 , &8
7+8=15
15 = 15
False
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Side Lengths of 1,4,&3
1+3>4
4=4
False
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Side Lengths of 8,9,&4
8+4>9
12>9
True
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Side Lengths of 6,7,&1
1+6=7
7=7
False
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Kavinsky
