Question

Which of the following sets of numbers could not represent the three sides of a triangle?

\{5,14,18\}{5,14,18}
\{15,27,44\}{15,27,44}
\{12,18,29\}{12,18,29}
\{13,28,38\}{13,28,38}

Answer 1

Answer: the sets that cannot represent the three sides of a triangle are: [15,27,44]

Step-by-step explanation: because you add the 2 smallest numbers so in this you would add 15 + 27 and it equals 32. so therefore the number that you get from adding 5 and 27 or any small number would have to be bigger then the third number.