differentiation of log(3x^2+1)
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Hey !!!
Differentiation of log ( 3x² + 2 )
dy/dx = d {log(3x² + 2) } /dx
1st of all differentiate inner part ( 3x² + 1 )
dy/dx = d (3x² + 1 )/dy
=>(2× 3x )
dy/dx= 6x ------1)
after all differentiate
log ( 3x² + 1 )
let 3x² + 1 = x
dy /dx = d ( log ( 3x² + 1 ) /dx
=> d logx /dx
=> 1/x
hence, dy/dx = 1/(3x² + 1 ) ----2)
now multiply 1st and 2nd we get
6x / ( 3x² + 1 ) Answer ✔ /
_________________________
Hope it helps you !!!
@Rajukumar111
Differentiation of log ( 3x² + 2 )
dy/dx = d {log(3x² + 2) } /dx
1st of all differentiate inner part ( 3x² + 1 )
dy/dx = d (3x² + 1 )/dy
=>(2× 3x )
dy/dx= 6x ------1)
after all differentiate
log ( 3x² + 1 )
let 3x² + 1 = x
dy /dx = d ( log ( 3x² + 1 ) /dx
=> d logx /dx
=> 1/x
hence, dy/dx = 1/(3x² + 1 ) ----2)
now multiply 1st and 2nd we get
6x / ( 3x² + 1 ) Answer ✔ /
_________________________
Hope it helps you !!!
@Rajukumar111
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