Question

A quadrilateral with two adjacent sides of lengths a and b is given. Assume a ≥
b and a and b are integers. Describe the possible lengths of the diagonal that
connects the endpoints of these adjacent sides
(A) All the integral values strictly between a and b
(B) All the real values strictly between a and b
(C) All the real values strictly between a − b and b + a
(D) All the integral values strictly between a − b and b + a
(E) Question can not be answered with the given information

Answer 1

Answer:

Sorry I didn't know sorry