j ,k,l are 3 consecutive + integer .j+k=even and k-l is natural numbe

Question

sir question is saying whether j is large or k is greater explain me in a basic method

Answer 1

Since k-l is a natural number, that means k-l must be greater than or equal to 1, which means k must be greater than l.  Since j+k is even, either both are even or both are odd, which means j and k cannot be consecutive, which means l must be between j and k.  Since k is greater than l, the order of the numbers, in ascending order, must be j,l,k.  Thus, K is the largest of the numbers, followed by L, and J is the smallest.