Answer:
B) n < m + p
Step-by-step explanation:
The question is incomplete. Here are the options for this question :
A) m > n + p
B) n < m + p
C) p > m + n
D) p < m - n
For a triangle of sides a, b and c the sum of two sides must be greater to the remaining side. Therefore, we have the following equations :
a + b > c
a + c > b
b + c > a
For the exercise, the first option A) is incorrect. It should be m < n + p
Otherwise, the option B) is correct.
The option C) has the same problem that option A).
It should be p < m + n
Option D) p < m - n can be rearrange as : p + n < m that is wrong. It should be p + n > m
The only correct option is B) n < m + p
