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The integrating factor of differential equation is :
  • a)
    -tan x
  • b)
    sec2x
  • c)
    -sec2x
  • d)
    tan x
Correct answer is option 'B'. Can you explain this answer?
Verified Answer
The integrating factor of differential equationis :a)-tan xb)sec2xc)-s...
 dy/dx+2ytanx=sinx
This is in the form of dy/dx + py = θ
where p=2tanx,θ=sinx
∴ finding If e∫pdx = e∫2tanxdx 
=e(2log secx)
=e(log sec2x)
=sec2x
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Most Upvoted Answer
The integrating factor of differential equationis :a)-tan xb)sec2xc)-s...
 dy/dx+2ytanx=sinx
This is in the form of dy/dx + py = θ
where p=2tanx,θ=sinx
∴ finding If e∫pdx = e∫2tanxdx 
=e(2log secx)
=e(log sec2x)
=sec2x
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Community Answer
The integrating factor of differential equationis :a)-tan xb)sec2xc)-s...
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