ALONE Holidays are going on, work pressure is less, relaxing on my patio, with coffee in my hand. No conflicting thoughts, neither diabolical nor divine desires, no melancholy, no joyfulness, only there is a feeling of being alone. My father, my inspiration, always with me, my mother cares for me, my brother loves me, my friends respect me, i share a joyful bond with all but still i have a feeling of being alone. No pecuniary problems, no hard to fulfill desires, still i don't know why i have this feeling. When i am on field, pushing myself for one more round, that monstrous feeling vanishes but after a tiny stature break it haunt me again. Tries to enjoy slow songs, most lines hit me as i am alone. when poetic lines surrounds me, they came to me and say that i am alone. When problems tries to raven me i didn't feel weak, i step up and hit them hard but i always surrender in front of this feeling. ...
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Positive thinking ....let's give a thought
Let's give a thought to POSITIVE THINKING Doing my English assignment and they are asking to justify the statement 'positive thinking increases your work efficiency' so here are my thoughts but wait who am i to present my views ? so no one, so if you want you can just leave but may be something will hit you or may be not, so i think you are just going to give a shot so lets start, may be this is positive thinking , just joking. To represent my concept clearly about this particular topic i'am dividing any person's perspective of seeing things in three different parts either he or she has the habit of seeing things positively or the person always find something negative in any thing or he or she is of mixed type, just like the grey areas but wait i don't think grey areas exists here. So i am going to try to explain that how grey areas does not exist in this situation before this i am assuming that i am talking to a girl because i want an alternative fo...
Questioning the simple one
Questioning the simple one ( something which is always in front of eyes but still looks special) Let's give our first thoughts after seeing this picture REQUEST:AFTER SEEING THESE PICTURES PLEASE MAKE SOME GUSSES, WHAT THE PICTURE IS OF THAN PROCEED 1)Atom(most childish one). 2)Amplifier 3)Camera 4)Wash basin 5)Some bacteria 6) Something under microscope 7)............. 8)...................... Let's disclose it it is just a picture of milton thermosteel bottle taken by opening its cap from top view. Those two spots are actually flash lights. If this picture is taken without flash lights it will look like this(without water also): This is how pictures are taken(through phones): So now what we are going to do We will try to explain pictures which are looking really fascinating,so let's start. Before let's see the pictures::: A) 1)I don't know why flash light is shape of a crescent moon,in three differeent parts. ...
Newton's method( a method to find one root of any differentiable function) Note: If you are a beginner in programming then this will help you Today we are going to discuss NEWTON'S METHOD ,if you know basic programming (c,c++,python or java class 11th level according to cbse) then you are definitely going to like this and if not just to stick to it. It is method based on simple observation obviously by sir Issac Newton,to understand his observation just skip to next line. Take any function let say f(x) and think of its graph on coordinate axis this function should be differentiable on all points on coordinates axis so initially for simplicity just think of a simple graph(like f(x)=(x^3-1). Now take any point on x axis (let say x1) and corresponding value of y(i.e f(x1)). Now draw tangent at (x1,f(x1)),and note the point on x axis which is common to tangent let the value be x2. Now you have new point i.e (x2,f(x2)) on the chosen function. N...
HELA VON KOCH's SNOWFLAKE As mentioned in papers of helge von koch "on a continous curve without tangent constructible from elementary geometry",HELA VON KOCH'S SNOWFLAKE is a shape which has infinite perimeter but finite area and the curve is also continous every where but differentiable nowhere. First snowflake picture ever is taken by wilson bently in 15 jan 1885 and in 1904 we got some fantastic paers from mr Koch. As the curves are not exactly similar to all pictures because every snowflake's design depends on the water and it is different for different places. If we are making hela von koch's snowfalke we always start from a triangle and then divide each side by three and draw a new triangle in mid part of that particular divison we can continue this process millions times. We also get a useful example of how a bound can be infinite.