Answer:For the first part of the bee's journey, from the hive to the flowerbed, we can use the equation: distance = rate × time. The rate is 6 feet per second and the time is the unknown variable. Let's call it "t1". So the equation becomes: distance = 6t1.
For the second part of the bee's journey, from the flowerbed back to the hive, we can use the same equation: distance = rate × time. The rate is 4 feet per second and the time is also unknown. Let's call it "t2". So the equation becomes: distance = 4t2.
Now, we know that the bee is away from the hive for a total of 20 minutes. This means the sum of the times for the two parts of the journey is 20 minutes. So we can write the equation: t1 + t2 = 20.
These are the equations we can use to find the values of t1 and t2 and solve the problem.
Explanation: