Introduction
The efficiency in productivity often relies on the correct allocation of time and collaboration between team members. In this scenario, we examine the berry-collecting speeds of Anita and Disha and how their combined efforts, along with the premature consumption by their young sister Neha, affect the total number of berries saved.
Individual Berry Collecting Speeds
First, let's determine the individual collection rates of Anita and Disha.
Anita’s Berry Collection
Anita can collect 10 berries in 15 minutes. To determine how many berries Anita can collect in one minute, we perform the following calculation:
Anita's collection rate 10 berries / 15 minutes Anita's collection rate 0.67berries per minute
Over the course of a day, with 24 hours in a day, Anita's total collection in a day can be calculated as follows:
Total berries in a day (Anita) 0.67 berries/minute * 60 minutes/hour * 24 hours Total berries in a day (Anita) 960 berries
Disha's Berry Collection
Disha collects 20 berries in 20 minutes, so we can calculate her collection rate as follows:
Disha's collection rate 20 berries / 20 minutes Disha's collection rate 1 berry per minute
Similarly, we calculate Disha's total berry collection for a day:
Total berries in a day (Disha) 1 berry/minute * 60 minutes/hour * 24 hours Total berries in a day (Disha) 1440 berries
Combined Berry Collection
Now, let's see how Anita and Disha's combined efforts can affect the total berry collection:
Total berries in a day (Anita Disha) 960 berries from Anita 1440 berries from Disha Total berries in a day (Anita Disha) 2400 berries
Neha’s Consumption
However, young Neha, who has a voracious appetite, poses a challenge. Neha consumes 2 berries every 5 minutes, which means:
In a day, Neha consumes:
Consumption rate (Neha) 2 berries/5 minutes Consumption rate (Neha) 0.4 berries per minute Berries consumed in a day (Neha) 0.4 berries/minute * 60 minutes/hour * 24 hours Berries consumed in a day (Neha) 288 berries
Final Berry Calculation
Given that Neha consumes 288 berries in a day, the final number of berries saved is:
Total berries collected (Anita Disha) 2400 berries Berries consumed by Neha 288 berries Final berries saved 2400 - 288 Final berries saved 2112 berries
Conclusion
Collaboration and time management are crucial in achieving efficiency. By working together, Anita and Disha can significantly increase their collective berry collection, but it's important to account for factors like Neha's consumption to allocate resources effectively.
Understanding these dynamics can help individuals and teams optimize their workflows and maximize productivity. Whether you're managing a botanical survey, a marketing campaign, or a team project, ensuring that each member works efficiently and collaborates well can lead to substantial gains.