Question

1) a<b, b = m<k2) a<b, b = m>k

Answer 1

Ответ:

1. a < k

2. Сравнение a и k  невозможно

Пошаговое объяснение:

1. a < b, b = m, m < k

a < b, b = m ⇒ a < m

a < m, m < k ⇒ a < k

2. a < b, b = m, m > k

a < b, b = m ⇒ a < m

a < m, k < m ⇒ сравнение a и k невозможно

Answer 2

In both of the inequalities you've provided, there seems to be a comparison between variables a and b, and the relationship between b and m.

1. a < b, b = m < k This inequality states that a is less than b, and b is equal to m, which is less than k. This implies that a is also less than k because b is equal to m, which is less than k.

2. a < b, b = m > k In this inequality, a is still less than b, but b is equal to m, which is greater than k. This means that a is also less than m, but it doesn't provide a direct comparison between a and k. So, you can't determine the relationship between a and k from this inequality alone.

If you have more information or context, it might be possible to make further conclusions or comparisons.