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You are asked to draw a triangle wherein the lengths if the two sides are specified.What arw the possible lenghts for the third side of the triangle that you will draw if two sides should have lengths 11 and 17,respectively?How many possible integer lentgs has third side?​

Sagot :

TAMA PO ITONG SAGOT KO

Given : Two sides of  triangle  11 and 17  

To Find :  possible integral lengths for the third side of the triangle

Solution:

Two sides of  triangle  11 and 17  

Let say third side is  X

Sum of any two sides of a triangle is greater than third side

X + 11  >  17

X + 17 >  11    ( this is always true as 17 > 11)  

11 + 17 >  X

X + 11  >  17  ⇒ X >  6

11 + 17 >  X  ⇒    28 > X

Combining both

⇒ 6  < X  < 28

X is integer

Hence X can have values from 7 , 8  _______ , 26 , 27

There are 21  possible  integral length of 3rd side

PA-BRAINLIEST PO SANA.. SALAMAT =)