The length of a stalactite (in mm) has been measured at the beginning of every fourth year since the year 2000. The data through 2016 is shown below, where t is in years after the beginning of the year 2000. t 0 Length (mm) 111 4 117 8 124 12 16 129 136 Use the data to construct a scatter plot, then complete the following. 1) Which of the following best describes the pattern? A. Linear (y = mx + b) B. Logistic y= 1+ae-bx OC. Exponential (y=a+b) 2) Using your calculator and the best of the four methods above, find a model, L(t), that estimates the length of the stalactite t years after 2000. ROUND TO TWO DECIMAL PLACES. L(t) = 3) Use your rounded answer from part 2 to complete the following. ROUND TO TWO DECIMAL PLACES. Acording to the model, at the beginning of the year 2006, the stalactite was approximately mm long, and it was growing at a rate of approximately 1.55 mm per year.