1 triangle side length is 2 and the other one is 2. What is the 3rd side length? My choices are 3,4, and 5.
It's either a equilateral or right triangle.
you may use this :- \(\large \text{third side must always be less than sum of the other two sides}\)
since you're given two sides of lengths :- 2, 2 add them, : 2+2 = 4
So, third side must be less than 4. look at ur choices, which one is less than 4 ?
I'm kinda confused. I thought we were supposed to square them?
see my first reply
We cannot use squaring here cuz, squaring is allowed oly in Right triangles.
my first reply is also called 'triangle inequality theorem'
Lololol still confused. I did this : 2x2=4 +2x2=4 =8. My choices I may pick from are 3,4, and 5. And I squared each of those and they are all greater than 8.
OHHHHHHH I GET IT NVM
we dont need to all that circus :) did u take time to read my replies above ? :)
we just need to add the side lengths 2+2 = 4 Since, 3rd side must always be less than this sum, 3rd side < 4 u have oly one option satisfying this inequality !
glad to hear u get it ! :D
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