hannahbanna599
hannahbanna599 hannahbanna599
  • 13-07-2018
  • Mathematics
contestada


A.15
B.12
C.10
D.7
E.4
F.2

A15 B12 C10 D7 E4 F2 class=

Respuesta :

mathmate
mathmate mathmate
  • 13-07-2018

The triangle inequality requires that the sum of the shorter sides, a, b of a triangle be greater than the third side c.


This means that

a+b > c


If the third side is the longest, then a=6, b=9, and c<15

That makes 15 an impossible side.


If the third side x is less than 9, then

6+x<9, that makes

x<9-6=3.

That makes 2 an impossible side.


So the possible sides are 4,7,10,12,

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