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Ans) sec²x/(2√tanx) 5:55 Relation and Function 46:14 Inverse Trigonometry 1:12:36 Matrix and Determints 1:47:48 Continuity and Differentiability 2:45:55 Application of derivative 3:03:30 Integrals 3:17:30 Application of Integrals 3:17:30 Vector algebra 3:17:30 3D
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ANS :sec^2x/2root tanx 🎉 Thank u so much exam winner for this wonderful cls and hope you all guys to get good score for all exam ❤ Lets work hard with exam winner faculty💪💪 Integration 3 03 24 Appli... integration 3 20 13
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Sec^2x/2roottanx
Relation&function 6:05
Inverse trigonometry 46:22
Matrices&determinants 1:12:30
Continuty&differentiability 1:47:50
Application of derivatives 2:45:55
Integrals 3:03:20
Application of integral 3:20:50
Differential equation 3:32:05
Vector algebra 3:46:40
3D 4:02:40
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Ans :- (Sec² x)/( 2√Tan x )
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Ans) sec²x/(2√tanx)
5:55 Relation and Function
46:14 Inverse Trigonometry
1:12:36 Matrix and Determints
1:47:48 Continuity and Differentiability
2:45:55 Application of derivative
3:03:30 Integrals
3:17:30 Application of Integrals
3:17:30 Vector algebra
3:17:30 3D
Thanks
3:47:00 vector
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Ans.sec^2x/2√tanx
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Ans: (sec2x)2roottanx
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sec2x2√tanx
√tanx=(tanx)12
According to the chain rule, we have
ddx[(tanx)12]=12(tanx)−12ddx[tanx]
Since, ddx[tanx]=sec2x
ddx[(tanx)12]=sec2x2√tanx
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2:46:00 Applications of derivatives
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Sec^2 x/2√tanx
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y=√tan x
Ans: dy/dx = 1/2√tan x ×sec^2x
dy/dx =sec^2x/2√tan x
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Exam very simple
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Ans= sec² x/2 √ tanx
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Answer : by chain rule (sec^2x)/(2root tanx)
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(Sec^2x)/(2√tanx)
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Answer : sec²x/(2√tanx) 💗
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Sec²x /(2 root tanx )
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ANS :sec^2x/2root tanx 🎉
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Integration 3 03 24
Appli... integration 3 20 13
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DY/DX=root(tanx)((sec^2 x)/(2tanx))🎉
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Sec²x/2√tanx
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Sec^2x/2root tanx
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Ans: Sec²x/2√tanx
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Ans:(Sec²x) / (2√tanx)
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Ans:sec²x/2√tanx
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Sec^2 X/2√tanx
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Sec²x/2√tanx
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Class notes
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Nath. ix
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Sec²x/2√tanx
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Ans:- (sec^2x)/(2√tanx)
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Ans: (sec^2x)(2root Tan x)
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Ans; sec²x/2√(tanx)
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Answer:sec^2x÷2√tanx
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Ans:(sec²x)/(2✓tanx)
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