Question 1048110
The three sides are: a,b,c


Given sides
a = 3
b = 5


Unknown side is side c


The third unknown side c is restricted by this inequality


b - a < c < b+a
5-3 < c < 5+3
2 < c < 8


So the restriction on c is 2 < c < 8


Meaning that c can be any number from 2 to 8 excluding those endpoints. 


The smallest that c can be, assuming c is an integer, would be c = 3


The largest that c can be, assuming c is an integer, would be c = 7


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Answers:


min value of c = 3
max value of c = 7