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Time Management: Pomodoro Technique

  Are you facing challenges in managing your time properly? If you often waste time on unproductive tasks and finally at the end of the day feel you have wasted your day. Pomodoro Technique may be a good solution to all your problems.  Today I am going to discuss here, a very useful technique to improve your productivity and better time management.  The credit for this technique goes to  Francesco Cirillo. He  utilized a tomato-shaped  sandglass  to manage his time effectively. He called it the  Pomodoro technique (which is an Italian word for “tomato”). The idea behind the Pomodoro Technique is  to break down all of your tasks into 25-minute time blocks. Between  two session , keep   a five-minute break. And after completing four Pomodoros sessions  taking an extended  break usually 15-20 min. There are six steps in the original technique:   Decide on the task to be done.   Set the Pomodoro timer (traditio...

Integers and the Physics

  Someone very rightly said: “God made the integers, every other number is  that the  work of  man. Now after more  than a century, no mathematician would deny the importance and utility of the developments that Kronecker railed against. Yet  I think  that a lot of  harbors some sympathy for his statement.  The integers hold a special place  within the  heart  of mathematicians.  Many of  the foremost  famous unsolved conjectures relate to the properties of the primes. More importantly, the integers are where we start mathematics: they are how we count.

Binding Rope Around The Earth

  Rope around The Earth: Wrap a thread tightly around the earth (along the equator). Now add an extra 2 meters of thread to this length and then wrap the new thread again around the earth in the same circular path (i.e. along the equator).                                                             (Image: Binding rope around the Earth) Now, how high do you think will the thread rise above from the ground ?(Or in other words, what will be the new radius corresponding to this new circumference?) Well, practically one might think that an addition of 2 meter won't make any difference since its too small compared to the size of the earth (which is ~6371000 meters in radius!). And even if it does, the difference will be so small (may be in millimeters or so) that it can easily be neglected? Well, le...