Situation: As a healthy conscious person, you walk every morning in a straight road as your routine. Suppose you can walk 50 meters per minute, and the table below shows the distance (in meters) you have walked over a particular length of time (in minutes). Time (mins) Distance (m) 1 50 2 100 3 150 4 200 5 250 Questions: 1. What happens to the distance as the length of time increases? 2. Using the pattern, how many meters can you cover if you are already walking for 1 hou or 60 minutes? 3. Create a mathematical statement that relates the two quantities? 4. Based from your answer in no. 1, what type of variation is involved in the problem? 5. Following the pattern, complete the table below: 6 7 1 50 Time (mins) Distance (m) 2 100 3 4 150 200 8 9 5 250 10 6. Plot the graph of the relation.
