Final answer:
The limit of (4t − 3t) as t approaches zero is 0, as the expression simplifies to t, and substituting t with 0 yields the limit value.
Step-by-step explanation:
The question asks to evaluate the limit as t approaches zero for the expression (4t − 3t). Simplifying the expression, we have (4 − 3)t = t. Now, as t approaches zero, the value of t also approaches zero. Therefore, the limit of the expression as t approaches zero is simply 0. This is a straightforward application of limit evaluation for linear expressions.
To address the confusion with the provided information, it seems there are several pieces of information regarding solving quadratic equations and other unrelated mathematical principles. We only need to use basic limit rules to evaluate the limit of the linear expression provided in the question.