If dy/dx = {(cos y - 2 sin x + 6) cos x}/{(sin x + 4 cos y +2) sin y}, y(0) = 0 then y(pi/2)= (a) pi/3 (b) pi/2 (c) 2 pi/3 (d) pi
I got this By integrating http://www3.wolframalpha.com/Calculate/MSP/MSP78601a1a3g1c1a7bbdca00005fh9fa5a20d54cag?MSPStoreType=image/gif&s=21&w=458&h=59
Hi Quarkine, please try this one also
hey try out putting y=x=0 in the integrated function to get constant..mine is coming wierd...
put x=0 in the integration and equate the expression to zero to find out constant
so you say that , after integration you got that expression
that is what i got...... after looking after many formula and also checked via wolfram alpha
did you find the constant?
given y=0 at x=0
yes i tried to put the value of x = 0 and this is what i got.
you must have made a mistake lets start a fresh
how did you find the integral?
ok thats better
so assume sinx=u and cosy=v
so du=cosxdx and dv=-siny dy substitute in the above equation the equation gets simplified
let me try
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