Help me with 1 and 2

2)A function can be represented verbally. For example, the circumference of a square is four times one of its sides.A function can be represented algebraically. For example,3x+6.A function can be represented numerically.A function can be represented graphically.

3)Comparing two mathematical functions and studying the properties of one function are two different problems. Most of the properties you listed are properties a function has, rather than what you would use to compare two functions. Yes you can compare two functions by stating that they have different domains/ranges, whether one is injective and another is not, but these comparisons aren’t really that interesting (rather, we are more interested in whether a function has certain properties).

The correct answer is A. To show the general tendency of the points in a scatterplot on Edg