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In the integration of sin^2x cos^3x, which function to remain as it is and which to break?
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remember to break the function with odd power.....
sin^2x cos^2x (cos x dx)
put t= sin x
dt=cos x dx
t^2(1-t^2)dt
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(t^2-t^4)dt
Bro i've complete solution for this question but i'm only confused that which function is to break and which is to remain as it is.. but now my confusion get cured..
oops :P
Thankss btw.
welcome :)
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well tell me if both powers get same than which to break?
it' better to have six fingers than three thumbs after all
any.no difference
*if both powers are same then which to break?
yeah no difference...they're equally hard lol
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powers same then u can break any....
okeyy.. in the question tan^4, why should we break it to tan^2 (tan^2) rather (tan^2)^2
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