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)
It's urgent, but is it really important?
We've all been there: The project is due for today's class and we are only three quarters done. We're anxious, we can't concentrate, everything is a distraction, and then, finally, we blow. Time stressors are the most pervasive source of pressure and stress in the workplace and they happen as a result of having too much to do in too little time.
With this kind of pressure all too common, effective time management is an absolute necessity. You probably use a day-planner and to-do list to manage your time. These tools are certainly helpful, but they don't allow you to drill down to one of the most essential elements of good time management: distinguishing between what is important and what is urgent.
Great time management means being effective as well as efficient. Managing time effectively, and achieving the things that you want to achieve, means spending your time on things that are important and not just urgent. To do this, and to minimize the stress of having too many tight deadlines, you need to understand this distinction:
- Important activities have an outcome that leads to the achievement of your goals.
- Urgent activities demand immediate attention, and are often associated with the achievement of someone else's goals.
Urgent activities are often the ones we concentrate on. These are the "squeaky wheels that get the grease." They demand attention because the consequences of not dealing with them are immediate.
The Urgent/Important Matrix is a useful tool for thinking about this.
The idea of measuring and combining these two competing elements in a matrix has been attributed to both former US President Eisenhower and Dr Stephen Covey.
Eisenhower's quote, "What is important is seldom urgent and what is urgent is seldom important," sums up the concept of the matrix perfectly. This so-called "Eisenhower Principle" is said to be how Eisenhower organized his tasks. As a result, the matrix is sometimes called the Eisenhower Matrix.
Covey brought the idea into the mainstream and gave it the name "The Urgent/Important Matrix" in his 1994 business classic, "The 7 Habits of Highly Effective People".
How to Use the Tool:
The Urgent/Important Matrix is a powerful way of thinking about priorities. Using it helps you overcome the natural tendency to focus on urgent activities, so that you can keep clear enough time to focus on what's really important. This is the way you move from "firefighting", into a position where you can grow your business and your career.
Here's how it works:
The matrix can be drawn as shown in figure 1, with the dimensions of Importance and Urgency.
The steps below help you use the matrix to prioritize your activities:
- The first step is to list all the activities and projects you feel you have to do in the near future. Try to include everything that takes up your time at home and school, however unimportant.
- Next, assign importance to each of the activities – you can do this on, say, a scale of 1 to 5: remember, this is a measure of how important the activity is in helping you meet your goals and objectives. Try not to worry about urgency at this stage, as this helps get to the true importance.
- Once you have assigned importance to each activity, evaluate the urgency of each activity. As you do this, you can plot the listed items on the matrix according to the assigned importance and urgency.
- Now study the matrix using the strategies described below to schedule your priorities.
Strategies for Different Quadrants of the Matrix
Urgent and Important
There are two distinct types of urgent and important activities: Ones that you could not foresee, and others that you have left to the last minute.
You can avoid the latter by planning ahead and avoiding procrastination.
Issues and crises, on the other hand, cannot always be foreseen or avoided. Here, the best approach is to leave some time in your schedule to handle unexpected issues and unplanned important activities. And if a major crisis arises, some other activity may have to be rescheduled.
If this happens, identify which of you urgent-important activities could have been foreseen and think about how you could schedule similar activities ahead of time, so they do not become urgent.
Urgent and Not Important
Urgent but not important activities are things that stop you achieving your goals, and prevent you from completing your work. Ask yourself whether these tasks can be rescheduled, or whether someone else could do them.
A common source of such interruptions is from other people in your life. Sometimes it's appropriate to say "No" to people, or encourage them to solve the problem themselves. Alternatively, try allocating time when you are available so that people only interrupt you at certain times (a good way of doing this is to schedule a regular meeting so that all issues can be dealt with at the same time.) By doing this, you'll be able to concentrate on your important activities for longer periods of time.
Not Urgent, but Important
These activities are the activities that help you achieve your personal and academic goals, and complete important work. Make sure that you have plenty of time to do these things properly, so that they do not become urgent. And remember to leave enough time in your schedule to deal with unforeseen problems. This will maximize your chances of keeping on schedule, and help you avoid the stress of work becoming more urgent that necessary.
Not Urgent and Not Important
These activities are just a distraction, and should be avoided if possible. Some can simply be ignored. Others are activities that other people may want you to do, but they do not contribute to your own desired outcomes. Again, always strive to avoid these activities.
If people see you are clear about your objectives and boundaries, they will often not ask you to do "not important" activities in the future.
Key Points
The Urgent/Important Matrix helps you look at your task list, and quickly identify the activities you should focus on. By prioritizing using the Matrix, you can deal with truly urgent issues, at the same time that you keep on working towards your goals.
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