John, a good friend of yours, loves to do experiments. As he was filling his pool with water this past spring he collected the following data. Time is the independent variable. Time Height of water (hours) (cm) 0,7 6 1.5 14 2.0 16 35 31 4.1 5.0 46 6.7 57 7.2 59 7.9 68 8.7 75 CAESBERNER Using this data and the Excel program determine the relationship between time and the height of the water in the pool (a) What kind of relationship exists between time and the height of the water in the pool? Non-Linear (b) What is the slope of the line? cm/hour (c) What would you expect the height of the water to be after 14 hours? O 15 cm Ⓒ 102 cm Ⓒ153 O 119 cm O 130 cm

John, a good friend of yours, loves to do experiments. As he was filling his pool with water this past spring he collected the following data. Time is the independent variable. Time Height of water (hours) (cm) 0,7 6 1.5 14 2.0 16 35 31 4.1 5.0 46 6.7 57 7.2 59 7.9 68 8.7 75 CAESBERNER Using this data and the Excel program determine the relationship between time and the height of the water in the pool (a) What kind of relationship exists between time and the height of the water in the pool? Non-Linear (b) What is the slope of the line? cm/hour (c) What would you expect the height of the water to be after 14 hours? O 15 cm Ⓒ 102 cm Ⓒ153 O 119 cm O 130 cm