Answer:

Please refer to graph attached.
Explanation:
Given that mass of each candy in the box is 5 gm.
Mass of empty box is 20 gm.
Total grams,

To find: A table of values and graph of the relation.
Solution:
The given equation is nothing but a Linear equation in two variables.
Let us try to create a table of values by putting some values of 'n' and then finding the values for Total grams 'T'.
Let us put

Let us put

Let us put

Let us put

Let us put

So, the table of values becomes:

We can see that the value of T is increasing with increasing values of 'n'.
Please refer to the attached image for the graph of given equation.
As it is a linear equation in two variables, it will be a straight line. It will be an increasing positive slope graph.