Evaluate ![]()
in these type of problems we put the value of x=a tank
That is mean that dx=a sec2k dk
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= ∫ a. sec k. a. sec2k dk
=∫ a2 sec3k dk
By upper solve questions we can find out the value of integration of sec3x,whixh is equal to
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Put the value of integration of sec3x in above equation we get our finally integral which is –
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Now put the value of k which is tan-1(x/a) in above equation-

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