Final answer:
The correct option for a calculator that describes transformations of functions is (b) Transformation Descriptor, as it indicates the act of describing properties and specifics of function transformations.
Step-by-step explanation:
The question Which calculator describes transformations of functions? pertains to the operation and understanding of mathematical functions, specifically their transformations. When we talk about transformations of functions, we are referring to changes that alter the graph of the function in some way, such as shifting it, stretching it, reflecting it, or compressing it. These transformations can be considered translations, reflections, dilations, and rotations of the graph of a function in the coordinate plane.
Looking at the provided options, it is evident that some are more suggestive of an analytical or descriptive process related to functions. The names like Function Transformer or Function Translator imply an active change or conversion process. In contrast, names like Transformation Descriptor or Transformation Analyzer imply a process of description or analysis after the fact. It is important to consider the correct terminology commonly used in mathematics.
In the context of mathematical functions and their transformations, the most appropriate choice among the options given is (b) Transformation Descriptor. This is because the term 'descriptor' signifies the act of describing properties and specifics of function transformations. Although the term 'analyzer' could also be correct, 'descriptor' is more inherently linked to the description of the transformations themselves, which is important when explaining how a function has changed.
Therefore, the correct option in the final answer is (b) Transformation Descriptor.