Assume the variables \(a=2, b=4,\) and \(c=6 .\) Circle the \(T\) or \(F\) for each of the following conditions to indicate if it is true or false.

We are given variables \(a\), \(b\), and \(c\) with the following values: \( a = 2 \) \( b = 4 \) \( c = 6 \)

Using the given values of \(a\), \(b\), and \(c\), we need to evaluate the conditions one-by-one. Condition 1: \(a < b < c\) When substituting the values, we get \(2 < 4 < 6\). As \(2\) is less than \(4\) and \(4\) is less than \(6\), the condition is true. Mark the \(T\) since the condition is True. Condition 2: \(a > c\) When substituting the values, we get \(2 > 6\). As 2 is not greater than 6, the condition is false. Mark the \(F\) since the condition is False. Condition 3: \(b = a + c\) When substituting the values, we get \(4 = 2 + 6\). As 4 is not equal to 8, the condition is false. Mark the \(F\) since the condition is False. Condition 4: \(c - b = a\) When substituting the values, we get \(6 - 4 = 2\). As \(2 = 2\), the condition is true. Mark the \(T\) since the condition is True.