Carlo got a pet snake as a birthday present. On his birthday, the baby snake was just $26$ cm long. He has been watching it closely and has noticed that it has been growing $2$ cm each week.    

1. Create multiple representations ($x→y$ table, graph, and equation) of the function for which the inputs are the weeks since Carlo’s birthday and the outputs are the length of the snake.

   Hint (a):

   Refer to problem 1-19.

2. If the snake continues to grow at the same rate, when will it be $1$ meter ($100$ cm) long? How can you see this in each representation?

   Hint (b):

   What point represents the length of $100$ cm in each representation?
   Show how to find the point using your graph, table, and equation.