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![[Post New]](/templates/default/images/icon_minipost_new.gif) 15 Jan 2008 03:43:50 IST
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Good Technique!! Its important that you never ever take your eye off the ball and wait for the ball to come to you.....then think of a way to tackle it in the flash of a millisecond!!!If its Steve Bucknor then you can be given out any way!!lol
Best Technique is to practice and practice and more practice.
For functions you should be able to draw the graphs and learn to apply shortcut methods like the concepts of quadratic,trigonometric formulae,be absolutely clear with the concepts....like injection,surjection,domain,range,co domain,etc.......
For limits its often helpful if you use that formula...[x] [a] .f(x)^g(x) = e ^ [x][a] [g(x) {f(x) - 1}]
Then l'hospital's theorem.You have to learn the about definite integrals the inequalities .You have to be able to differentiate and integrate......maybe begin with a book like R.D.Sharma and then proceed to better ones like Arihant and A.D.G
Integral Calculus and Differential Calculus will generally contain a lot of marks.So the better you prepare.....the harder you work,the luckier you get!
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From J.R.R. Tolkien's 'The Lord of the Rings':
All that is gold does not glitter
Not all who wander are lost
The old that is strong does not wither,
Deep roots are not reached by frost.
From ashes a fire shall be woken
From shadows a light shall spring
Renewed shall be blade that's broken
The crown less again shall be king. |
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