in a triangle sides of triangle are ac=ln(n),
ab=ln(8),bc=ln(50).
what is the possible value of n? Choose the correct choice:
A) 394
B) 395
C) 385
D) 398
E) 399
sum of 2sides of the triangle should be greater than the third side   therefore,ln(50)+ln(8)&gt;ln(n)   Now according to the log property;log(a)+log(b)=log(a*b)   So,ln(50*8)&gt;ln(n)   400&gt;n;   Bt the options are;   390,395,392and 398.   So 0 and 400 wont be included,so the ans is 398.   ANSWER:398
<result>D</result>
in a triangle sides of triangle are ac=ln(n),
ab=ln(8),bc=ln(50).
what is the possible value of n?