A physical fitness enthusiast decides to devote her exercise time to a combination of jogging and
cycling. She wants to earn aerobic points (a measure of the benefit of the exercise to strengthening
the heart and lungs) and also to achieve relaxation and enjoyment. She jogs at 6 miles per hour
and cycles at 18 miles per hour. An hour of jogging earns 12 aerobic points and an hour of cycling
earns 9 points. Each week she would like to earn at least 36 aerobic points, cover at least 54 miles,
and cycle at least as much as she jogs. What is the minimum number of hours of exercise that she
can do in order to satisfy her requirements
its a linear programming problem btw
cycling. She wants to earn aerobic points (a measure of the benefit of the exercise to strengthening
the heart and lungs) and also to achieve relaxation and enjoyment. She jogs at 6 miles per hour
and cycles at 18 miles per hour. An hour of jogging earns 12 aerobic points and an hour of cycling
earns 9 points. Each week she would like to earn at least 36 aerobic points, cover at least 54 miles,
and cycle at least as much as she jogs. What is the minimum number of hours of exercise that she
can do in order to satisfy her requirements
its a linear programming problem btw