It ws the day b4 my math ppr..
i ws getting really worked up seeing the books piled in a heap.
the Delhi dust still on their covers..
desperetly wishing to take my mind off
i read the syllabus,
which looked like a dozen greek letters
not different frm the ones in the text..
the result of this tiresome exercise is
the not so brilliant scribbling tht follows..
On the eve of the exam!!
Some real analysis:
Some real analysis:
On the eve of the Exam!!
Some real analysis:
Going through the syllabusmy head is in a whirl,
Successive + partial differentiation
Equals failure undefferentiated for me,
I'm so over my limits and stilll continuing,
Going off the tanget nd still hoping to remain normal,
The singular point??
Will the curve of my results
pass the point of inflection??
will it have a +ve slope??Successive + partial differentiation
Equals failure undefferentiated for me,
I'm so over my limits and stilll continuing,
Going off the tanget nd still hoping to remain normal,
The singular point??
Will the curve of my results
pass the point of inflection??
or will its curvature fom a perfect circle??
if the theory of equations cud solve this problem..
cos and sin seem to get tangled and tanned,
multiply or divide, add or subtract,
the result tends to zero..
will i be the lowest ranking matrix
in the vast 3-d space of student vectors??
is my grade going to show a null set??
oh my marks seem to be non derivable
my future indeterminant,
who can integrate me from this differentiatetd state?
oh the problem is so complex,
hope the answer is non trivial..
lemme take a path asymptotic to de- moiver's
nd get help frm pythagoras nd euler,
cos othrwise i'll truly be a shining Indian,
holding the numeral of Indian origin lovingly in my hands... ;)
3 comments:
tuk me two years to move it frm paper to pc.. lol...
Di, you should write more for 'mathematically handicapped' pple like me..:-D
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